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         "Expensive – Costly, limits AI work",
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         "Very Expensive – Major barrier to access",
         "Often Used",
         "Often Used",
         "Often Used",
         "Sometimes Used",
         "Expensive – Limits widespread use",
         "Accessible – Available with minimal restrictions",
         "Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data",
         "Moderate Quality – Some issues with accuracy or completeness",
         "Moderate – Growing AI ecosystem with some challenges",
         "Yes",
         "Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities",
         "Public-private partnerships, Government grants or subsidies, Equity investment, Loan or credit schemes, International organizations are intergovernmental entities, Technical assistance or capacity building",
         "Private sector",
         "Very Inaccessible – Extremely difficult to access any funding",
         "Yes",
         "Moderately Effective – Some positive impact, but many challenges remain"
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         "Expensive – Costly, limits AI work",
         "Reliable – Stable connection with minimal disruptions",
         "Good – Mostly reliable, minor issues",
         "Moderate – Reasonably priced but with some constraints",
         "No",
         "Moderate – Manageable cost, requires budgeting",
         "Moderately Accessible – Obtainable with some challenges",
         "Expensive – Limits widespread use",
         "Often Used",
         "Rarely Used",
         "Rarely Used",
         "Sometimes Used",
         "Expensive – Limits widespread use",
         "Partially Accessible – Some limitations on access",
         "Poor data quality, Lack of sufficient data, Data fragmentation across multiple sources, Bias or lack of diversity in available data",
         "Good Quality – Generally reliable with minor gaps",
         "Weak – Limited AI initiatives, major barriers",
         "No",
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         "-",
         "International organizations are intergovernmental entities",
         "Moderately Accessible – Some opportunities, but competitive or restricted",
         "Currently in development",
         "Moderately Effective – Some positive impact, but many challenges remain"
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         "2025-07-24 09:10:06.544000",
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         "Good – Mostly reliable, minor issues",
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         "Easily Accessible – Generally available with few barriers",
         "Very Expensive – Major barrier to access",
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         "Very Expensive – Major barrier to access",
         "Accessible – Available with minimal restrictions",
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         "2025-07-24 10:46:17.849000",
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         "Innovator",
         "Education",
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         "Affordable – Costs are reasonable & manageable",
         "Reliable – Stable connection with minimal disruptions",
         "Fair – Occasional outages, manageable",
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         "Expensive – High cost, difficult to sustain",
         "Limited Accessibility – Available but costly or restricted",
         "Expensive – Limits widespread use",
         "Often Used",
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         null,
         "Expensive – Limits widespread use",
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         "Executive Director",
         "Civil Society - Digital Rights",
         "Very Slow",
         "Expensive – Costly, limits AI work",
         "Very Unreliable – Frequent disruptions, unusable for AI work",
         "Good – Mostly reliable, minor issues",
         "Affordable – Generally affordable for AI tasks",
         "No",
         null,
         "Not Accessible – Extremely difficult to obtain",
         "Very Expensive – Major barrier to access",
         "Often Used",
         "Rarely Used",
         "Sometimes Used",
         "Rarely Used",
         "Expensive – Limits widespread use",
         "Not Accessible – Unable to obtain required data",
         "Poor data quality, Lack of sufficient data, Data privacy and security concerns, Data fragmentation across multiple sources, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data",
         "Very Poor Quality – Data unusable due to inaccuracies or gaps",
         "Very Weak – Minimal AI activity, no support structures",
         "No",
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         "Private investement",
         "Private sector",
         "Moderately Accessible – Some opportunities, but competitive or restricted",
         "No",
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       "      <th></th>\n",
       "      <th>Timestamp</th>\n",
       "      <th>1. What is your country of residence/work?</th>\n",
       "      <th>2. What is your primary role?</th>\n",
       "      <th>3. What sector(s) do you primarily work in?</th>\n",
       "      <th>4. How would you describe internet speed in your country for AI research, development &amp; deployment?</th>\n",
       "      <th>5. How would you describe internet affordability for AI research, development &amp; deployment?</th>\n",
       "      <th>6. How would you describe the reliability of internet access for AI research and development in your country?</th>\n",
       "      <th>7. How reliable is the access to public electricity supply for AI research, development &amp; deployment in your country?</th>\n",
       "      <th>8. How would you describe the affordability of public electricity supply for AI research, development &amp; deployment in your country?</th>\n",
       "      <th>9. Do AI practitioners or innovators in your country rely on alternative or auxiliary electricity sources?</th>\n",
       "      <th>...</th>\n",
       "      <th>16. What is the most significant data-related challenge/constraint impacting AI development in your country? (Select all that apply)</th>\n",
       "      <th>17. How would you describe the quality of the data AI researchers, innovators &amp; practitioners have access to in your country?</th>\n",
       "      <th>18. How would you assess the overall AI innovation ecosystem in your country?</th>\n",
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       "      <th>21. In what form did these interventions or investments occur? (Select all that apply)</th>\n",
       "      <th>22. Which of the following actors currently has the most influence in supporting AI projects, startups, or initiatives in your country?</th>\n",
       "      <th>23. How would you describe the accessibility of funding for AI startups and research initiatives in your country?</th>\n",
       "      <th>24. Is there a national AI policy or strategy guiding AI development in your country?</th>\n",
       "      <th>25. If yes to the previous question, how would you assess the effectiveness of the national AI policy or strategy in supporting AI development in your country?</th>\n",
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       "      <th>0</th>\n",
       "      <td>2025-04-08 06:00:00.445</td>\n",
       "      <td>Africa - Southern, East, West, Central and Nor...</td>\n",
       "      <td>Research, teaching, and community development</td>\n",
       "      <td>Agriculture &amp; Climate Adaptation, Healthcare, ...</td>\n",
       "      <td>Slow</td>\n",
       "      <td>Expensive – Costly, limits AI work</td>\n",
       "      <td>Moderately Reliable – Occasional issues but mo...</td>\n",
       "      <td>Poor – Unstable, major disruptions</td>\n",
       "      <td>Expensive – High cost, limits AI development</td>\n",
       "      <td>Yes</td>\n",
       "      <td>...</td>\n",
       "      <td>Poor data quality, Data privacy and security c...</td>\n",
       "      <td>Moderate Quality – Some issues with accuracy o...</td>\n",
       "      <td>Moderate – Growing AI ecosystem with some chal...</td>\n",
       "      <td>Yes</td>\n",
       "      <td>Government, Private sector, Educational/Resear...</td>\n",
       "      <td>Public-private partnerships, Government grants...</td>\n",
       "      <td>Private sector</td>\n",
       "      <td>Very Inaccessible – Extremely difficult to acc...</td>\n",
       "      <td>Yes</td>\n",
       "      <td>Moderately Effective – Some positive impact, b...</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2025-04-23 09:56:17.580</td>\n",
       "      <td>argentina</td>\n",
       "      <td>ai engineer</td>\n",
       "      <td>government related open data &amp; transparency</td>\n",
       "      <td>Moderate</td>\n",
       "      <td>Expensive – Costly, limits AI work</td>\n",
       "      <td>Reliable – Stable connection with minimal disr...</td>\n",
       "      <td>Good – Mostly reliable, minor issues</td>\n",
       "      <td>Moderate – Reasonably priced but with some con...</td>\n",
       "      <td>No</td>\n",
       "      <td>...</td>\n",
       "      <td>Poor data quality, Lack of sufficient data, Da...</td>\n",
       "      <td>Good Quality – Generally reliable with minor gaps</td>\n",
       "      <td>Weak – Limited AI initiatives, major barriers</td>\n",
       "      <td>No</td>\n",
       "      <td>-</td>\n",
       "      <td>-</td>\n",
       "      <td>International organizations are intergovernmen...</td>\n",
       "      <td>Moderately Accessible – Some opportunities, bu...</td>\n",
       "      <td>Currently in development</td>\n",
       "      <td>Moderately Effective – Some positive impact, b...</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2025-07-24 09:10:06.544</td>\n",
       "      <td>Bangladesh</td>\n",
       "      <td>Innovator</td>\n",
       "      <td>Healthcare</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Very Expensive –  Costs are prohibitive</td>\n",
       "      <td>Reliable – Stable connection with minimal disr...</td>\n",
       "      <td>Good – Mostly reliable, minor issues</td>\n",
       "      <td>NaN</td>\n",
       "      <td>No</td>\n",
       "      <td>...</td>\n",
       "      <td>Lack of sufficient data, Lack of access to rea...</td>\n",
       "      <td>High Quality – Complete, accurate, and up-to-date</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2025-07-24 10:46:17.849</td>\n",
       "      <td>Bangladesh</td>\n",
       "      <td>Innovator</td>\n",
       "      <td>Education</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Affordable – Costs are reasonable &amp; manageable</td>\n",
       "      <td>Reliable – Stable connection with minimal disr...</td>\n",
       "      <td>Fair – Occasional outages, manageable</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Yes</td>\n",
       "      <td>...</td>\n",
       "      <td>Lack of sufficient data, Limited availability ...</td>\n",
       "      <td>Low Quality – Significant quality concerns aff...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2025-05-07 07:38:12.599</td>\n",
       "      <td>Bolivia</td>\n",
       "      <td>Executive Director</td>\n",
       "      <td>Civil Society - Digital Rights</td>\n",
       "      <td>Very Slow</td>\n",
       "      <td>Expensive – Costly, limits AI work</td>\n",
       "      <td>Very Unreliable – Frequent disruptions, unusab...</td>\n",
       "      <td>Good – Mostly reliable, minor issues</td>\n",
       "      <td>Affordable – Generally affordable for AI tasks</td>\n",
       "      <td>No</td>\n",
       "      <td>...</td>\n",
       "      <td>Poor data quality, Lack of sufficient data, Da...</td>\n",
       "      <td>Very Poor Quality – Data unusable due to inacc...</td>\n",
       "      <td>Very Weak – Minimal AI activity, no support st...</td>\n",
       "      <td>No</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Private investement</td>\n",
       "      <td>Private sector</td>\n",
       "      <td>Moderately Accessible – Some opportunities, bu...</td>\n",
       "      <td>No</td>\n",
       "      <td>NaN</td>\n",
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       "                Timestamp         1. What is your country of residence/work?  \\\n",
       "0 2025-04-08 06:00:00.445  Africa - Southern, East, West, Central and Nor...   \n",
       "1 2025-04-23 09:56:17.580                                          argentina   \n",
       "2 2025-07-24 09:10:06.544                                         Bangladesh   \n",
       "3 2025-07-24 10:46:17.849                                         Bangladesh   \n",
       "4 2025-05-07 07:38:12.599                                            Bolivia   \n",
       "\n",
       "                  2. What is your primary role?   \\\n",
       "0  Research, teaching, and community development   \n",
       "1                                    ai engineer   \n",
       "2                                      Innovator   \n",
       "3                                      Innovator   \n",
       "4                             Executive Director   \n",
       "\n",
       "        3. What sector(s) do you primarily work in?   \\\n",
       "0  Agriculture & Climate Adaptation, Healthcare, ...   \n",
       "1        government related open data & transparency   \n",
       "2                                         Healthcare   \n",
       "3                                          Education   \n",
       "4                     Civil Society - Digital Rights   \n",
       "\n",
       "  4. How would you describe internet speed in your country for AI research, development & deployment?  \\\n",
       "0                                               Slow                                                    \n",
       "1                                           Moderate                                                    \n",
       "2                                                NaN                                                    \n",
       "3                                                NaN                                                    \n",
       "4                                          Very Slow                                                    \n",
       "\n",
       "  5. How would you describe internet affordability for AI research, development & deployment?  \\\n",
       "0                 Expensive – Costly, limits AI work                                            \n",
       "1                 Expensive – Costly, limits AI work                                            \n",
       "2            Very Expensive –  Costs are prohibitive                                            \n",
       "3     Affordable – Costs are reasonable & manageable                                            \n",
       "4                 Expensive – Costly, limits AI work                                            \n",
       "\n",
       "  6. How would you describe the reliability of internet access for AI research and development in your country?  \\\n",
       "0  Moderately Reliable – Occasional issues but mo...                                                              \n",
       "1  Reliable – Stable connection with minimal disr...                                                              \n",
       "2  Reliable – Stable connection with minimal disr...                                                              \n",
       "3  Reliable – Stable connection with minimal disr...                                                              \n",
       "4  Very Unreliable – Frequent disruptions, unusab...                                                              \n",
       "\n",
       "  7. How reliable is the access to public electricity supply for AI research, development & deployment in your country?  \\\n",
       "0                 Poor – Unstable, major disruptions                                                                      \n",
       "1               Good – Mostly reliable, minor issues                                                                      \n",
       "2               Good – Mostly reliable, minor issues                                                                      \n",
       "3              Fair – Occasional outages, manageable                                                                      \n",
       "4               Good – Mostly reliable, minor issues                                                                      \n",
       "\n",
       "  8. How would you describe the affordability of public electricity supply for AI research, development & deployment in your country?  \\\n",
       "0       Expensive – High cost, limits AI development                                                                                    \n",
       "1  Moderate – Reasonably priced but with some con...                                                                                    \n",
       "2                                                NaN                                                                                    \n",
       "3                                                NaN                                                                                    \n",
       "4     Affordable – Generally affordable for AI tasks                                                                                    \n",
       "\n",
       "  9. Do AI practitioners or innovators in your country rely on alternative or auxiliary electricity sources?  \\\n",
       "0                                                Yes                                                           \n",
       "1                                                 No                                                           \n",
       "2                                                 No                                                           \n",
       "3                                                Yes                                                           \n",
       "4                                                 No                                                           \n",
       "\n",
       "   ...  \\\n",
       "0  ...   \n",
       "1  ...   \n",
       "2  ...   \n",
       "3  ...   \n",
       "4  ...   \n",
       "\n",
       "  16. What is the most significant data-related challenge/constraint impacting AI development in your country? (Select all that apply)  \\\n",
       "0  Poor data quality, Data privacy and security c...                                                                                     \n",
       "1  Poor data quality, Lack of sufficient data, Da...                                                                                     \n",
       "2  Lack of sufficient data, Lack of access to rea...                                                                                     \n",
       "3  Lack of sufficient data, Limited availability ...                                                                                     \n",
       "4  Poor data quality, Lack of sufficient data, Da...                                                                                     \n",
       "\n",
       "  17. How would you describe the quality of the data AI researchers, innovators & practitioners have access to in your country?  \\\n",
       "0  Moderate Quality – Some issues with accuracy o...                                                                              \n",
       "1  Good Quality – Generally reliable with minor gaps                                                                              \n",
       "2  High Quality – Complete, accurate, and up-to-date                                                                              \n",
       "3  Low Quality – Significant quality concerns aff...                                                                              \n",
       "4  Very Poor Quality – Data unusable due to inacc...                                                                              \n",
       "\n",
       "  18. How would you assess the overall AI innovation ecosystem in your country?  \\\n",
       "0  Moderate – Growing AI ecosystem with some chal...                              \n",
       "1      Weak – Limited AI initiatives, major barriers                              \n",
       "2                                                NaN                              \n",
       "3                                                NaN                              \n",
       "4  Very Weak – Minimal AI activity, no support st...                              \n",
       "\n",
       "  19. Are you aware of any interventions or investments in AI in your country?  \\\n",
       "0                                                Yes                             \n",
       "1                                                 No                             \n",
       "2                                                NaN                             \n",
       "3                                                NaN                             \n",
       "4                                                 No                             \n",
       "\n",
       "  20. If yes, who were the key sources of these interventions or investments? (Select all that apply)  \\\n",
       "0  Government, Private sector, Educational/Resear...                                                    \n",
       "1                                                  -                                                    \n",
       "2                                                NaN                                                    \n",
       "3                                                NaN                                                    \n",
       "4                                                NaN                                                    \n",
       "\n",
       "  21. In what form did these interventions or investments occur? (Select all that apply)  \\\n",
       "0  Public-private partnerships, Government grants...                                       \n",
       "1                                                  -                                       \n",
       "2                                                NaN                                       \n",
       "3                                                NaN                                       \n",
       "4                                Private investement                                       \n",
       "\n",
       "  22. Which of the following actors currently has the most influence in supporting AI projects, startups, or initiatives in your country?  \\\n",
       "0                                     Private sector                                                                                        \n",
       "1  International organizations are intergovernmen...                                                                                        \n",
       "2                                                NaN                                                                                        \n",
       "3                                                NaN                                                                                        \n",
       "4                                     Private sector                                                                                        \n",
       "\n",
       "  23. How would you describe the accessibility of funding for AI startups and research initiatives in your country?  \\\n",
       "0  Very Inaccessible – Extremely difficult to acc...                                                                  \n",
       "1  Moderately Accessible – Some opportunities, bu...                                                                  \n",
       "2                                                NaN                                                                  \n",
       "3                                                NaN                                                                  \n",
       "4  Moderately Accessible – Some opportunities, bu...                                                                  \n",
       "\n",
       "  24. Is there a national AI policy or strategy guiding AI development in your country?  \\\n",
       "0                                                Yes                                      \n",
       "1                           Currently in development                                      \n",
       "2                                                NaN                                      \n",
       "3                                                NaN                                      \n",
       "4                                                 No                                      \n",
       "\n",
       "  25. If yes to the previous question, how would you assess the effectiveness of the national AI policy or strategy in supporting AI development in your country?  \n",
       "0  Moderately Effective – Some positive impact, b...                                                                                                               \n",
       "1  Moderately Effective – Some positive impact, b...                                                                                                               \n",
       "2                                                NaN                                                                                                               \n",
       "3                                                NaN                                                                                                               \n",
       "4                                                NaN                                                                                                               \n",
       "\n",
       "[5 rows x 29 columns]"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "# Load your dataset\n",
    "file_path = \"Assessing Infrastructure Capacity for AI Development (Responses) (1).xlsx\"\n",
    "df = pd.read_excel(file_path)\n",
    "\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "816d88af",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['Timestamp', '1. What is your country of residence/work?',\n",
       "       '2. What is your primary role? ',\n",
       "       '3. What sector(s) do you primarily work in? ',\n",
       "       '4. How would you describe internet speed in your country for AI research, development & deployment?',\n",
       "       '5. How would you describe internet affordability for AI research, development & deployment?',\n",
       "       '6. How would you describe the reliability of internet access for AI research and development in your country?',\n",
       "       '7. How reliable is the access to public electricity supply for AI research, development & deployment in your country?',\n",
       "       '8. How would you describe the affordability of public electricity supply for AI research, development & deployment in your country?',\n",
       "       '9. Do AI practitioners or innovators in your country rely on alternative or auxiliary electricity sources?',\n",
       "       '10. If yes to the previous question, how affordable is the cost of alternative  or auxiliary electricity generation for AI research and development in your country?',\n",
       "       '11. How accessible are computing hardware devices (e.g., computers, edge & IoT devices, networking & storage hardware, supercomputers, GPUs, AI servers) needed for AI research and development in your country?',\n",
       "       '12. How would you describe the cost of access to hardware AI computing resources in your country? ',\n",
       "       '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [Global providers (AWS, Google Cloud, Alibaba Cloud, Oracle Cloud etc.)]',\n",
       "       '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [Local providers (regional cloud services)]',\n",
       "       '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [A mix of global and local providers]',\n",
       "       '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [On-premises infrastructure]',\n",
       "       '14. How would you describe the cost of access to cloud services/resources (Virtual machines or other cloud-based resources) in your country?',\n",
       "       '15. How would you describe the accessibility of the training data required for AI development in your country?',\n",
       "       '16. What is the most significant data-related challenge/constraint impacting AI development in your country? (Select all that apply)',\n",
       "       '17. How would you describe the quality of the data AI researchers, innovators & practitioners have access to in your country?',\n",
       "       '18. How would you assess the overall AI innovation ecosystem in your country?',\n",
       "       '19. Are you aware of any interventions or investments in AI in your country?',\n",
       "       '20. If yes, who were the key sources of these interventions or investments? (Select all that apply)',\n",
       "       '21. In what form did these interventions or investments occur? (Select all that apply)',\n",
       "       '22. Which of the following actors currently has the most influence in supporting AI projects, startups, or initiatives in your country?',\n",
       "       '23. How would you describe the accessibility of funding for AI startups and research initiatives in your country?',\n",
       "       '24. Is there a national AI policy or strategy guiding AI development in your country?',\n",
       "       '25. If yes to the previous question, how would you assess the effectiveness of the national AI policy or strategy in supporting AI development in your country?'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "6b9ff269",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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         "Expensive – High cost, limits AI development",
         "Yes",
         "Very Expensive – Prohibitive, major financial burden",
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         "Very Expensive – Major barrier to access",
         "Often Used",
         "Often Used",
         "Often Used",
         "Sometimes Used",
         "Expensive – Limits widespread use",
         "Accessible – Available with minimal restrictions",
         "Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data",
         "Moderate Quality – Some issues with accuracy or completeness",
         "Moderate – Growing AI ecosystem with some challenges",
         "Yes",
         "Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities",
         "Public-private partnerships, Government grants or subsidies, Equity investment, Loan or credit schemes, International organizations are intergovernmental entities, Technical assistance or capacity building",
         "Private sector",
         "Very Inaccessible – Extremely difficult to access any funding",
         "Yes",
         "Moderately Effective – Some positive impact, but many challenges remain"
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         "Expensive – Costly, limits AI work",
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         "Moderate – Reasonably priced but with some constraints",
         "No",
         "Moderate – Manageable cost, requires budgeting",
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         "Easily Accessible – Generally available with few barriers",
         "Very Expensive – Major barrier to access",
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         "Expensive – Costly, limits AI work",
         "Very Unreliable – Frequent disruptions, unusable for AI work",
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       "      <td>Poor data quality, Lack of sufficient data, Da...</td>\n",
       "      <td>Very Poor Quality – Data unusable due to inacc...</td>\n",
       "      <td>Very Weak – Minimal AI activity, no support st...</td>\n",
       "      <td>No</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Private investement</td>\n",
       "      <td>Private sector</td>\n",
       "      <td>Moderately Accessible – Some opportunities, bu...</td>\n",
       "      <td>No</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 29 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                Timestamp                                            Country  \\\n",
       "0 2025-04-08 06:00:00.445  Africa - Southern, East, West, Central and Nor...   \n",
       "1 2025-04-23 09:56:17.580                                          argentina   \n",
       "2 2025-07-24 09:10:06.544                                         Bangladesh   \n",
       "3 2025-07-24 10:46:17.849                                         Bangladesh   \n",
       "4 2025-05-07 07:38:12.599                                            Bolivia   \n",
       "\n",
       "                                            Role  \\\n",
       "0  Research, teaching, and community development   \n",
       "1                                    ai engineer   \n",
       "2                                      Innovator   \n",
       "3                                      Innovator   \n",
       "4                             Executive Director   \n",
       "\n",
       "                                              Sector Internet_Speed  \\\n",
       "0  Agriculture & Climate Adaptation, Healthcare, ...           Slow   \n",
       "1        government related open data & transparency       Moderate   \n",
       "2                                         Healthcare            NaN   \n",
       "3                                          Education            NaN   \n",
       "4                     Civil Society - Digital Rights      Very Slow   \n",
       "\n",
       "                           Internet_Affordability  \\\n",
       "0              Expensive – Costly, limits AI work   \n",
       "1              Expensive – Costly, limits AI work   \n",
       "2         Very Expensive –  Costs are prohibitive   \n",
       "3  Affordable – Costs are reasonable & manageable   \n",
       "4              Expensive – Costly, limits AI work   \n",
       "\n",
       "                                Internet_Reliability  \\\n",
       "0  Moderately Reliable – Occasional issues but mo...   \n",
       "1  Reliable – Stable connection with minimal disr...   \n",
       "2  Reliable – Stable connection with minimal disr...   \n",
       "3  Reliable – Stable connection with minimal disr...   \n",
       "4  Very Unreliable – Frequent disruptions, unusab...   \n",
       "\n",
       "                 Electricity_Reliability  \\\n",
       "0     Poor – Unstable, major disruptions   \n",
       "1   Good – Mostly reliable, minor issues   \n",
       "2   Good – Mostly reliable, minor issues   \n",
       "3  Fair – Occasional outages, manageable   \n",
       "4   Good – Mostly reliable, minor issues   \n",
       "\n",
       "                           Electricity_Affordability Alt_Electricity_Use  ...  \\\n",
       "0       Expensive – High cost, limits AI development                 Yes  ...   \n",
       "1  Moderate – Reasonably priced but with some con...                  No  ...   \n",
       "2                                                NaN                  No  ...   \n",
       "3                                                NaN                 Yes  ...   \n",
       "4     Affordable – Generally affordable for AI tasks                  No  ...   \n",
       "\n",
       "                                     Data_Challenges  \\\n",
       "0  Poor data quality, Data privacy and security c...   \n",
       "1  Poor data quality, Lack of sufficient data, Da...   \n",
       "2  Lack of sufficient data, Lack of access to rea...   \n",
       "3  Lack of sufficient data, Limited availability ...   \n",
       "4  Poor data quality, Lack of sufficient data, Da...   \n",
       "\n",
       "                                        Data_Quality  \\\n",
       "0  Moderate Quality – Some issues with accuracy o...   \n",
       "1  Good Quality – Generally reliable with minor gaps   \n",
       "2  High Quality – Complete, accurate, and up-to-date   \n",
       "3  Low Quality – Significant quality concerns aff...   \n",
       "4  Very Poor Quality – Data unusable due to inacc...   \n",
       "\n",
       "                                       AI_Innovation AI_Interventions_Exist  \\\n",
       "0  Moderate – Growing AI ecosystem with some chal...                    Yes   \n",
       "1      Weak – Limited AI initiatives, major barriers                     No   \n",
       "2                                                NaN                    NaN   \n",
       "3                                                NaN                    NaN   \n",
       "4  Very Weak – Minimal AI activity, no support st...                     No   \n",
       "\n",
       "                               AI_Investment_Sources  \\\n",
       "0  Government, Private sector, Educational/Resear...   \n",
       "1                                                  -   \n",
       "2                                                NaN   \n",
       "3                                                NaN   \n",
       "4                                                NaN   \n",
       "\n",
       "                                 AI_Investment_Forms  \\\n",
       "0  Public-private partnerships, Government grants...   \n",
       "1                                                  -   \n",
       "2                                                NaN   \n",
       "3                                                NaN   \n",
       "4                                Private investement   \n",
       "\n",
       "                                AI_Influential_Actor  \\\n",
       "0                                     Private sector   \n",
       "1  International organizations are intergovernmen...   \n",
       "2                                                NaN   \n",
       "3                                                NaN   \n",
       "4                                     Private sector   \n",
       "\n",
       "                               Funding_Accessibility  \\\n",
       "0  Very Inaccessible – Extremely difficult to acc...   \n",
       "1  Moderately Accessible – Some opportunities, bu...   \n",
       "2                                                NaN   \n",
       "3                                                NaN   \n",
       "4  Moderately Accessible – Some opportunities, bu...   \n",
       "\n",
       "           AI_Policy_Exists                            AI_Policy_Effectiveness  \n",
       "0                       Yes  Moderately Effective – Some positive impact, b...  \n",
       "1  Currently in development  Moderately Effective – Some positive impact, b...  \n",
       "2                       NaN                                                NaN  \n",
       "3                       NaN                                                NaN  \n",
       "4                        No                                                NaN  \n",
       "\n",
       "[5 rows x 29 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Dictionary to rename long columns\n",
    "rename_columns = {\n",
    "    '1. What is your country of residence/work?': 'Country',\n",
    "    '2. What is your primary role? ': 'Role',\n",
    "    '3. What sector(s) do you primarily work in? ': 'Sector',\n",
    "    '4. How would you describe internet speed in your country for AI research, development & deployment?': 'Internet_Speed',\n",
    "    '5. How would you describe internet affordability for AI research, development & deployment?': 'Internet_Affordability',\n",
    "    '6. How would you describe the reliability of internet access for AI research and development in your country?': 'Internet_Reliability',\n",
    "    '7. How reliable is the access to public electricity supply for AI research, development & deployment in your country?': 'Electricity_Reliability',\n",
    "    '8. How would you describe the affordability of public electricity supply for AI research, development & deployment in your country?': 'Electricity_Affordability',\n",
    "    '9. Do AI practitioners or innovators in your country rely on alternative or auxiliary electricity sources?': 'Alt_Electricity_Use',\n",
    "    '10. If yes to the previous question, how affordable is the cost of alternative  or auxiliary electricity generation for AI research and development in your country?': 'Alt_Electricity_Cost',\n",
    "    '11. How accessible are computing hardware devices (e.g., computers, edge & IoT devices, networking & storage hardware, supercomputers, GPUs, AI servers) needed for AI research and development in your country?': 'Hardware_Accessibility',\n",
    "    '12. How would you describe the cost of access to hardware AI computing resources in your country? ': 'Hardware_Cost',\n",
    "    '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [Global providers (AWS, Google Cloud, Alibaba Cloud, Oracle Cloud etc.)]': 'Access_Global_Cloud',\n",
    "    '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [Local providers (regional cloud services)]': 'Access_Local_Cloud',\n",
    "    '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [A mix of global and local providers]': 'Access_Mixed_Cloud',\n",
    "    '13. Which of the following best describes how innovators and AI practitioners in your country primarily access computing resources? (Select all that apply) [On-premises infrastructure]': 'Access_OnPrem',\n",
    "    '14. How would you describe the cost of access to cloud services/resources (Virtual machines or other cloud-based resources) in your country?': 'Cloud_Cost',\n",
    "    '15. How would you describe the accessibility of the training data required for AI development in your country?': 'Data_Accessibility',\n",
    "    '16. What is the most significant data-related challenge/constraint impacting AI development in your country? (Select all that apply)': 'Data_Challenges',\n",
    "    '17. How would you describe the quality of the data AI researchers, innovators & practitioners have access to in your country?': 'Data_Quality',\n",
    "    '18. How would you assess the overall AI innovation ecosystem in your country?': 'AI_Innovation',\n",
    "    '19. Are you aware of any interventions or investments in AI in your country?': 'AI_Interventions_Exist',\n",
    "    '20. If yes, who were the key sources of these interventions or investments? (Select all that apply)': 'AI_Investment_Sources',\n",
    "    '21. In what form did these interventions or investments occur? (Select all that apply)': 'AI_Investment_Forms',\n",
    "    '22. Which of the following actors currently has the most influence in supporting AI projects, startups, or initiatives in your country?': 'AI_Influential_Actor',\n",
    "    '23. How would you describe the accessibility of funding for AI startups and research initiatives in your country?': 'Funding_Accessibility',\n",
    "    '24. Is there a national AI policy or strategy guiding AI development in your country?': 'AI_Policy_Exists',\n",
    "    '25. If yes to the previous question, how would you assess the effectiveness of the national AI policy or strategy in supporting AI development in your country?': 'AI_Policy_Effectiveness'\n",
    "}\n",
    "\n",
    "df.rename(columns=rename_columns, inplace=True)\n",
    "\n",
    "print(df.columns.tolist())\n",
    "\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "16033b1b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Unique values in column 'Country':\n",
      "['Africa - Southern, East, West, Central and North Africa' 'argentina'\n",
      " 'Bangladesh' 'Bolivia' 'Brazil' 'Burkina Faso' 'Burkina Faso ' 'Colombia'\n",
      " 'Congo' 'Costa Rica' 'Dominican Republic' 'Ecuador' 'Ethiopia' 'Ethopia'\n",
      " 'Ghana' 'Guyana' 'Indoneisa' 'Jamaica' 'Kenya' 'KENYA ' 'kuwait'\n",
      " 'Lebanon' 'Morocco ' 'Nigeria' 'Nigeria ' 'Pakistan' 'Palestine'\n",
      " 'Republic of Korea ' 'Senegal ' 'South Africa' 'South Africa ' 'TANZANIA'\n",
      " 'THE NETHERLANDS' 'Togo' 'UGANDA' 'Uganda' 'Uganda ' 'United Kingdom '\n",
      " 'united states' 'United States ' 'USA' 'Zuid Afrika']\n",
      "\n",
      "\n",
      "Unique values in column 'Role':\n",
      "['Research, teaching, and community development' 'ai engineer' 'Innovator'\n",
      " 'Executive Director' 'Director' 'Digital transformation expert'\n",
      " 'CEO of AI Company' 'IT' 'Consultant'\n",
      " 'Both NGO exec manager and consultant' 'Researcher' 'Reresearch'\n",
      " 'research and teaching' 'Lecturer' 'Student' 'Governance Consultant'\n",
      " 'ISMS Coordinator' 'academic' 'CTO' 'Founder of A Data & AI startup'\n",
      " 'Technical Team Leader ' 'Laboratory technician'\n",
      " 'Leadership and Analysis' 'Director, Technology' 'DATA SCIENTIST '\n",
      " 'production manger ' 'Jurist' 'Lecturer and Researcher '\n",
      " 'Researcher/Developer' 'Technical Product Manager'\n",
      " 'Developer and Product Manager' nan 'Research/Program Management '\n",
      " 'Computer vision engineering ' 'Research' 'Tech Lawyer'\n",
      " 'AI Tech and Policy developer/researcher' 'Teaching and doing research '\n",
      " 'Innovator '\n",
      " 'Academic, Researcher, Digital Education and Innovation manager'\n",
      " 'Senior Manager: Financial Systems' 'CEO' 'Law academic'\n",
      " 'Postdoctoral research fellow' 'Managing Director' 'Research Manager '\n",
      " 'TUTOR' 'Program Manager' 'Founder' 'COORDINATOR' 'Research Scientist '\n",
      " 'Project Manager' 'Software / AI Engineer' 'DATA GOVERNANCE'\n",
      " 'Software Engineer ' 'Telecoom engineering' 'Head IT'\n",
      " 'Planner Digital transformation ' 'Software Developer' \"Don't have \"\n",
      " 'Data science and machine learning '\n",
      " 'ICT Applications and Software Development Officer'\n",
      " 'Digital Technology and Policy' 'Inventor'\n",
      " 'Health Equity in Women’s Health' 'Research Assistant']\n",
      "\n",
      "\n",
      "Unique values in column 'Sector':\n",
      "['Agriculture & Climate Adaptation, Healthcare, Education, Financial Services, Commerce'\n",
      " 'government related open data & transparency' 'Healthcare' 'Education'\n",
      " 'Civil Society - Digital Rights' 'Development sector ' 'Technology'\n",
      " 'Transportation' 'Government' 'DIDGITAL for development in general'\n",
      " 'Agriculture & Climate Adaptation'\n",
      " 'Agriculture & Climate Adaptation, Financial Services, Transportation, Commerce, Regulatory Reform'\n",
      " 'Research ' 'Agriculture & Climate Adaptation, Healthcare, Education'\n",
      " 'Government and Public Service '\n",
      " 'Regional/Intergovernmental/Diplomacy/Conflict' 'power and manufacture '\n",
      " 'Law Firm' 'Agriculture & Climate Adaptation, Education' 'Tech' 'Media'\n",
      " 'Financial Services'\n",
      " 'Agriculture & Climate Adaptation, Education, Financial Services'\n",
      " 'Healthcare, Education' 'Media/Data Analytics '\n",
      " 'Agriculture & Climate Adaptation, Healthcare, Logistics & Supply Chain, Transportation'\n",
      " 'Education, Technology' 'Law' 'Financial Services, Government'\n",
      " 'law student' 'Commerce' 'Media and Communication' 'ICT'\n",
      " 'Education, Research: Digital Inclusion '\n",
      " 'Agriculture & Climate Adaptation, Healthcare, Financial Services'\n",
      " 'Foundamental AI research' 'IT' 'REVENUE SERVICES'\n",
      " 'ICT Telecommunications ' 'Agriculture & Climate Adaptation, Healthcare'\n",
      " 'Unemployed ' 'Agriculture & Climate Adaptation, Transportation'\n",
      " 'Government, Planning ' 'Governance ' 'AI computational formulas']\n",
      "\n",
      "\n",
      "Unique values in column 'Internet_Speed':\n",
      "['Slow' 'Moderate' nan 'Very Slow' 'Fast' 'Very Fast']\n",
      "\n",
      "\n",
      "Unique values in column 'Internet_Affordability':\n",
      "['Expensive – Costly, limits AI work'\n",
      " 'Very Expensive –  Costs are prohibitive'\n",
      " 'Affordable – Costs are reasonable & manageable'\n",
      " 'Very Affordable – No cost issues' 'Moderate – Costs are noticeable']\n",
      "\n",
      "\n",
      "Unique values in column 'Internet_Reliability':\n",
      "['Moderately Reliable – Occasional issues but mostly usable'\n",
      " 'Reliable – Stable connection with minimal disruptions'\n",
      " 'Very Unreliable – Frequent disruptions, unusable for AI work'\n",
      " 'Unreliable – Regular interruptions affecting productivity'\n",
      " 'Very Reliable – Consistently strong and dependable connection']\n",
      "\n",
      "\n",
      "Unique values in column 'Electricity_Reliability':\n",
      "['Poor – Unstable, major disruptions'\n",
      " 'Good – Mostly reliable, minor issues'\n",
      " 'Fair – Occasional outages, manageable'\n",
      " 'Excellent – Highly reliable, no major disruptions'\n",
      " 'Very Poor – Frequent, prolonged outages']\n",
      "\n",
      "\n",
      "Unique values in column 'Electricity_Affordability':\n",
      "['Expensive – High cost, limits AI development'\n",
      " 'Moderate – Reasonably priced but with some constraints' nan\n",
      " 'Affordable – Generally affordable for AI tasks'\n",
      " 'Very Affordable – Low cost, not a barrier to AI work'\n",
      " 'Very Expensive – Cost is a major barrier to AI work']\n",
      "\n",
      "\n",
      "Unique values in column 'Alt_Electricity_Use':\n",
      "['Yes' 'No']\n",
      "\n",
      "\n",
      "Unique values in column 'Alt_Electricity_Cost':\n",
      "['Very Expensive – Prohibitive, major financial burden'\n",
      " 'Moderate – Manageable cost, requires budgeting' nan\n",
      " 'Expensive – High cost, difficult to sustain'\n",
      " 'Affordable – Reasonably priced']\n",
      "\n",
      "\n",
      "Unique values in column 'Hardware_Accessibility':\n",
      "['Limited Accessibility – Available but costly or restricted'\n",
      " 'Moderately Accessible – Obtainable with some challenges'\n",
      " 'Easily Accessible – Generally available with few barriers'\n",
      " 'Not Accessible – Extremely difficult to obtain'\n",
      " 'Widely Accessible – Readily available and affordable']\n",
      "\n",
      "\n",
      "Unique values in column 'Hardware_Cost':\n",
      "['Very Expensive – Major barrier to access'\n",
      " 'Expensive – Limits widespread use'\n",
      " 'Moderate – Manageable but restrictive'\n",
      " 'Affordable – Generally accessible'\n",
      " 'Very Affordable – Easy to access, low cost']\n",
      "\n",
      "\n",
      "Unique values in column 'Access_Global_Cloud':\n",
      "['Often Used' nan 'Sometimes Used' 'Primarily Source' 'Rarely Used']\n",
      "\n",
      "\n",
      "Unique values in column 'Access_Local_Cloud':\n",
      "['Often Used' 'Rarely Used' nan 'Not Used' 'Primarily Source'\n",
      " 'Sometimes Used']\n",
      "\n",
      "\n",
      "Unique values in column 'Access_Mixed_Cloud':\n",
      "['Often Used' 'Rarely Used' nan 'Sometimes Used' 'Not Used'\n",
      " 'Primarily Source']\n",
      "\n",
      "\n",
      "Unique values in column 'Access_OnPrem':\n",
      "['Sometimes Used' nan 'Rarely Used' 'Often Used' 'Not Used'\n",
      " 'Primarily Source']\n",
      "\n",
      "\n",
      "Unique values in column 'Cloud_Cost':\n",
      "['Expensive – Limits widespread use'\n",
      " 'Very Expensive – Major barrier to access'\n",
      " 'Moderate – Manageable but restrictive'\n",
      " 'Affordable – Generally accessible'\n",
      " 'Very Affordable – Easy to access, low cost']\n",
      "\n",
      "\n",
      "Unique values in column 'Data_Accessibility':\n",
      "['Accessible – Available with minimal restrictions'\n",
      " 'Partially Accessible – Some limitations on access'\n",
      " 'Not Accessible – Unable to obtain required data'\n",
      " 'Difficult to Access – Significant restrictions or delays'\n",
      " 'Easily Accessible – Readily available without restrictions']\n",
      "\n",
      "\n",
      "Unique values in column 'Data_Challenges':\n",
      "['Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data fragmentation across multiple sources, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Lack of access to real-time or live data'\n",
      " 'Lack of sufficient data, Limited availability of domain-specific datasets'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Data fragmentation across multiple sources, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Data privacy and security concerns'\n",
      " 'Data privacy and security concerns'\n",
      " 'Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition, Technical challenges in data storage and management'\n",
      " 'Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition'\n",
      " 'Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Data privacy and security concerns, Data fragmentation across multiple sources'\n",
      " 'Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition'\n",
      " 'Poor data quality, Data privacy and security concerns, Technical challenges in data storage and management'\n",
      " 'Poor data quality, Lack of sufficient data, Data fragmentation across multiple sources, Legal and regulatory restrictions, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Data privacy and security concerns, Bias or lack of diversity in available data'\n",
      " 'Lack of labeled or annotated data'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition, Technical challenges in data storage and management'\n",
      " 'Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, Technical challenges in data storage and management'\n",
      " 'Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, High cost of data collection or acquisition, Technical challenges in data storage and management'\n",
      " 'Lack of sufficient data, Data privacy and security concerns, Data fragmentation across multiple sources'\n",
      " 'Lack of labeled or annotated data, Data fragmentation across multiple sources, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, Technical challenges in data storage and management'\n",
      " 'Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, Bias or lack of diversity in available data'\n",
      " 'Data privacy and security concerns, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Data privacy and security concerns, Data fragmentation across multiple sources, High cost of data collection or acquisition'\n",
      " 'Data privacy and security concerns, Legal and regulatory restrictions'\n",
      " 'Lack of sufficient data, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Legal and regulatory restrictions'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Data fragmentation across multiple sources' nan\n",
      " 'Data privacy and security concerns, Data fragmentation across multiple sources, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data fragmentation across multiple sources, High cost of data collection or acquisition, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data fragmentation across multiple sources'\n",
      " 'Data privacy and security concerns, Data fragmentation across multiple sources, Legal and regulatory restrictions'\n",
      " 'Lack of sufficient data, Lack of labeled or annotated data'\n",
      " 'Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Data privacy and security concerns, High cost of data collection or acquisition'\n",
      " 'Data privacy and security concerns, Legal and regulatory restrictions, High cost of data collection or acquisition'\n",
      " 'Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition'\n",
      " 'Data fragmentation across multiple sources, Legal and regulatory restrictions, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Lack of labeled or annotated data, High cost of data collection or acquisition, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Data fragmentation across multiple sources, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, High cost of data collection or acquisition, Technical challenges in data storage and management'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Data fragmentation across multiple sources, Legal and regulatory restrictions, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition'\n",
      " 'Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, High cost of data collection or acquisition, Technical challenges in data storage and management'\n",
      " 'Lack of sufficient data, Bias or lack of diversity in available data, Lack of access to real-time or live data'\n",
      " 'Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Data privacy and security concerns, Bias or lack of diversity in available data, Insufficient language-specific datasets'\n",
      " 'Poor data quality, Lack of sufficient data, High cost of data collection or acquisition, Bias or lack of diversity in available data'\n",
      " 'Lack of sufficient data, Lack of labeled or annotated data, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management'\n",
      " 'Bias or lack of diversity in available data'\n",
      " 'Data privacy and security concerns, Bias or lack of diversity in available data'\n",
      " 'Poor data quality, Data privacy and security concerns, Data fragmentation across multiple sources, High cost of data collection or acquisition']\n",
      "\n",
      "\n",
      "Unique values in column 'Data_Quality':\n",
      "['Moderate Quality – Some issues with accuracy or completeness'\n",
      " 'Good Quality – Generally reliable with minor gaps'\n",
      " 'High Quality – Complete, accurate, and up-to-date'\n",
      " 'Low Quality – Significant quality concerns affecting usability'\n",
      " 'Very Poor Quality – Data unusable due to inaccuracies or gaps']\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Innovation':\n",
      "['Moderate – Growing AI ecosystem with some challenges'\n",
      " 'Weak – Limited AI initiatives, major barriers' nan\n",
      " 'Very Weak – Minimal AI activity, no support structures'\n",
      " 'Very Strong – Thriving with robust innovation and investment'\n",
      " 'Strong – Well-developed ecosystem with good support and resources']\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Interventions_Exist':\n",
      "['Yes' 'No' nan]\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Investment_Sources':\n",
      "['Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities'\n",
      " '-' nan 'Government, Private sector, Educational/Research Institutions'\n",
      " 'International organizations are intergovernmental entities'\n",
      " 'Government, Private sector'\n",
      " 'Private sector, Educational/Research Institutions'\n",
      " 'Government, Private sector, NGOs/Civil Society, International organizations and intergovernmental entities'\n",
      " 'Private sector, Educational/Research Institutions, International organizations are intergovernmental entities'\n",
      " 'Government, Private sector, Educational/Research Institutions, International organizations are intergovernmental entities'\n",
      " 'Government, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities'\n",
      " 'Private sector, NGOs/Civil Society, International organizations are intergovernmental entities'\n",
      " 'Private sector'\n",
      " 'Government, Private sector, Educational/Research Institutions, International organizations and intergovernmental entities'\n",
      " 'NGOs/Civil Society, International organizations and intergovernmental entities'\n",
      " 'Private sector, International organizations are intergovernmental entities'\n",
      " 'Government'\n",
      " 'Government, Educational/Research Institutions, International organizations are intergovernmental entities'\n",
      " 'Government, International organizations are intergovernmental entities'\n",
      " 'Government, Private sector, International organizations are intergovernmental entities'\n",
      " 'Educational/Research Institutions'\n",
      " 'Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities'\n",
      " 'Government, Educational/Research Institutions, NGOs/Civil Society'\n",
      " 'Private sector, International organizations and intergovernmental entities'\n",
      " 'Private sector, Educational/Research Institutions, NGOs/Civil Society'\n",
      " 'Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations and intergovernmental entities'\n",
      " 'Educational/Research Institutions, International organizations are intergovernmental entities'\n",
      " 'NGOs/Civil Society, Example is Otic Foundation '\n",
      " 'Government, Educational/Research Institutions']\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Investment_Forms':\n",
      "['Public-private partnerships, Government grants or subsidies, Equity investment, Loan or credit schemes, International organizations are intergovernmental entities, Technical assistance or capacity building'\n",
      " '-' nan 'Private investement'\n",
      " 'Public-private partnerships, Government grants or subsidies, Equity investment'\n",
      " 'Government grants or subsidies'\n",
      " 'Government grants or subsidies, Equity investment, Technical assistance or capacity building'\n",
      " 'Government grants or subsidies, Self-funded '\n",
      " 'International organizations are intergovernmental entities'\n",
      " 'Public-private partnerships'\n",
      " 'Public-private partnerships, Government grants or subsidies, Technical assistance or capacity building'\n",
      " 'Public-private partnerships, Government grants or subsidies, International organizations are intergovernmental entities, Technical assistance or capacity building'\n",
      " 'Public-private partnerships, International organizations are intergovernmental entities, Technical assistance or capacity building'\n",
      " 'Public-private partnerships, International organizations are intergovernmental entities'\n",
      " 'Equity investment, Technical assistance or capacity building'\n",
      " 'Public-private partnerships, Technical assistance or capacity building'\n",
      " 'Technical assistance or capacity building'\n",
      " 'Public-private partnerships, Government grants or subsidies'\n",
      " 'Technical assistance or capacity building, Grants from Non Governmental Organisations'\n",
      " 'Government grants or subsidies, International organizations are intergovernmental entities, Technical assistance or capacity building'\n",
      " 'Equity investment, International organizations are intergovernmental entities, Technical assistance or capacity building'\n",
      " 'Public-private partnerships, Government grants or subsidies, Loan or credit schemes, Technical assistance or capacity building'\n",
      " 'Government grants or subsidies, International organizations are intergovernmental entities'\n",
      " 'Public-private partnerships, Equity investment, Loan or credit schemes'\n",
      " 'Public-private partnerships, Government grants or subsidies, Equity investment, Loan or credit schemes, Technical assistance or capacity building'\n",
      " 'Equity investment, Research grant funding'\n",
      " 'Loan or credit schemes, International organizations are intergovernmental entities, Technical assistance or capacity building'\n",
      " 'Technical assistance or capacity building, This is still by Otic but mainly capacity building.'\n",
      " 'Government grants or subsidies, Technical assistance or capacity building']\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Influential_Actor':\n",
      "['Private sector'\n",
      " 'International organizations are intergovernmental entities' nan\n",
      " 'Educational/Research Institutions'\n",
      " 'No significant actors or funding sources' 'Government'\n",
      " 'Equal influence across sectors' 'NGOs/Civil Society/Local Initiatives']\n",
      "\n",
      "\n",
      "Unique values in column 'Funding_Accessibility':\n",
      "['Very Inaccessible – Extremely difficult to access any funding'\n",
      " 'Moderately Accessible – Some opportunities, but competitive or restricted'\n",
      " nan 'Inaccessible – Limited options with high barriers'\n",
      " 'Very Accessible – Readily available and well-supported'\n",
      " 'Accessible – Generally available with manageable requirements']\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Policy_Exists':\n",
      "['Yes' 'Currently in development' nan 'No']\n",
      "\n",
      "\n",
      "Unique values in column 'AI_Policy_Effectiveness':\n",
      "['Moderately Effective – Some positive impact, but many challenges remain'\n",
      " nan 'Ineffective – Minimal impact, with major gaps'\n",
      " 'Very Ineffective – No visible impact or progress'\n",
      " 'Effective – Significant positive impact with minor challenges'\n",
      " 'Very Effective – Clear success in advancing AI development']\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "for col in df.columns[1:]:\n",
    "    print(f\"Unique values in column '{col}':\")\n",
    "    print(df[col].unique())\n",
    "    print(\"\\n\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ba9209fd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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Z3wkda8g8C/r7b3K99Th1tZspLW1QtxXpU7lmxQZSRpKOznNmGXcKAkEkOsbxk88CemwFhjS40Xocm3BQmF81+XS6bU6nByFUlCSX02u2O7PtUkryg+VUVayht/9GllABEImOcfqd7wKCNav2pctQ42YYBm5PgFtdFzh7/kVswm6WP1nHZPguIQSx2PiUfqjntK9PYUF1Vv3xRCRLqFBtNmhtO4XHHcDp9KQ/wywTwGF3pn+70nUIc95nGmVQfg3TCYz6vbraLZSU1HPt+lHa0wKQ7kcyFefk6W+RSiXYsukDtxXfeesCbe1nsNud6YSQMDjcSXfPZfLzyvB58zPqs03r69Pdc4VIeBSfN/+ei9pq3VjcZUgJJfmwex1UFEEiCTd74VIb9I9aTO9yw2GH6hLo7FcCnQULFiw8eFAOnMlknDNnn+dSy+s0NuygZsVGVjXt4UMf/FVWNmznhe//iRnrv7SkHofDRXe3MhnKFAikhJ7eK3g8QUqK68zPA4EifN58hoe7MIyU6ZCtWzB7+2aL1qPMbny+AkqK64hGQzTUbycQKDYzDBtGimBeKR5PAI8nYDLQmRGcbv89leirz0PjA1y49Bof+uCv0lC3jf7+VqQ0qKpcR031RlpaDjI01DlDGcsEKRE2O4ODHRgpNaaGYZhtjiei2GwCmz2Trcvsbzqsbrq9meF09W1QWdlKnE4P8USEXTs/kbb1t5n+v9VVa3E6PRQWVJEJIQSpZIJRffMllOnWlA6Y/9psDgaHOkkmE9P0I5LOHO3IahuoPCzFhdUEAsW43X5SqST1tVuIxSewpwWJyT6n+5kxBtl9n3Ggs967HWotFhZUEfAVcrb3KqlkPN2PSfOqnp6rCGGjrGzl5JtpX6Ch4U7zed2WVCpBMhnHZneYgoIOl4sQlBTVUFBQidcTxOlwI2x2HE5XWuC2I+W9k5vEEizuMh5aB//5s4J1tTA2ATYblBXCb/295O+m3CLbhLrhSIdgxkj/aAjAbk/feEzZE/o7w5jyjpgsF9JlTkMn7WnaYhiqjdp0S9+2ZD2Xjrpmt00+Y8jsNjnS7dR1p9KBEPT70zH5U+udWqbui2Gk/86of2p5dpv6rKwAfv/HBb/wZ5LR9PgbhiVkWLBg4UGDZiJtxOJhLl1+g0uX3+DchZfZt/uzbFj/BB2dFzh28lmkNHC7ferZRHja0uLxMHabHZfLa37mcvmIxyMkEpHMKpcMdrsDh8OFy+ljY/MT2Gw28wxQ50iSWDzMxMQQEs1Ezq8O7ZPSeesCY2N91NVs5uz5F4lGx6ldsYHiohoOvvlForHxKTkJlh8CQTwewTCFmal1z6G5nuNrt8uLEILiwhoe3vO5tEkFpjtFMhljZKQ7w+8gXaywkUzGzM/nGhMhBImsfkwD05dd3VStW/soG9c/TnFxLfF4GMMwMIwkHndACTFzae2XWKnvcnqwO5zEExFS02RHj6fHwu32ZTRBqAhQU5zfZ2qoYaQoKKhk84b3sWrVXhw2J4lkDGkYSCQedyD95L2lgbYEi7sAbf60vg7++pdsJFKSX/5LydVb4HbCgS1w4Wb6WdISvkgLBFPWj/l5+qvkNMkVdX36O/2O/p3KYU1qRlukGfep5EC3M5Mhn9qWTAc3/V1W3XKG9jMp1EytV/fBNCnLCKwxzV6/rT+NlbB7PQyFsj/PHFcLFixYuP+h8y8oIqfNQbp7LnP0+NcoL1tJY8NOzl98hYnwMIlEFCmNDM1/NpxOXzrs5SSTlEzEcLo8ONKmRkvm1ZyGkUphGCkmwiO8ffQrdPW04HC4J/uEwGa3k0ql0qFRmaEBM3OZuqzBoXbOXfg+O7Z9lOqqZq7fOEptzWYGBtvo6b26dJ3KqVUZ7ZvxoVwHeuZaVBhgQUfnOY6d+gbxeASbsJnaeyFs2G12xtNJ+7IFiPlNturHLM9nNLOhfhsf+sCvEhof4K0jX2ZgoI1ofILR0R62bfkQtTWb7tzNURqJZIxUKoHT6cFus5Oaks3cmRa4p/dnmWucJs2xHt7zg2zf+gyn3/kul1oOMhbqJx6PEI2N80M/8H/ID5YvQW+WFpZgcRcgJTgd8MNPCory4DO/L3n7wuT3Z9M+UZpZ1kzuhgZ4fJugrAD6RuDlU5LzrZPP1ZXDj7xP8PU35KRgkv6utgw+97jg0HnJobOq/kQSioPw9G5YtUIQS8DxFsn30hEEM8nEJx+FiRg8fwSe2QvbVglsAs5clzx/FKJxKC9UZR1rgZFx+NwT4HULOvokz70NPWnzSI8L/v2H4V9eUc8X5Qn+8SWJzQY/8UFB14DkS6+oMjMdq5/cAbvWCdxOuHpL8p23YXBM3X4kU9BcDw9vEPzbG5JV1fD+hwSGhCsdkm8eVuXpMfngQ7B5peDhTWp8//TnBJEYBLxw4oq6LbKECwsWLDw4UMTMZrObDKGyOU8xHh4mGhtXduppzW9ffyupVIKK8lVcbHldCSIIU8tcXqoSrg0P3zJrGJ8YIhGPkh+sAJSJi65v8t3p7dZ1tJ70J2b7MpnXSHSMwaEOVjbuZHSsl67ulvmNQIZ5jKpL3PadrtcwUrS2nWbPrs9QUbaSaDREzYqNnDrzHAPp6EOLva2Y7LfNHHeRvmqfjLS1FJBpUyBpdlnd9mR8DvQP3CSRiOLzF8ya12SJmjQrtN+L0+lhTdPDSCl5++i/cubs81nPpVJxHA7XjHORaf401R9mqjCSGd1M12/Oy5Rs7EPDt5iYGKa8dCV2u5OUkTTXupQG5aWNSGkwMNCWW4ezrC9UnVUVa6hZsZHOWxd45bW/YSI8nPWKynlyu6CYta7MvSQyvpu9KYuFJVjcYWhmta4MPviQ4KUTSqjQjH4mpJw02fnEo/BrnxaEYzAwCns3wKffI/iDf5F8+y31vNMBv/AxKAgI/uNfSNN8SUp4zxb4T58VXP2fakUlkrCmBn7vxwQ1pdA5AD43fPKAYPsayR/+S/btwyceFdht0FQpeWy7YCIKK0pgZZXg2UOqzPJC+ImnBJ86oHwWKoshHINP7hd8cBf8wp9J2vsU8/7zHxU01ymB4KndgvpysNmhLB9+9P023C7JX3xLZZp0OeHzn4GPPCxo71M3Fx/cpcr8z38ruZ7Oo7S+Dn7xE4JHNoHLod6zCfjhJwS718Ov/pUkkVLbrKRA/eT7lflT0K9ui/J84PekRaol1rZZsGDBwt2Aw+EmL1DMWKg/K65+Kk3k167aR0VZE8dOPkssHRP/8tW32Lf7s6xb+yinznyHkdFukxzm5ZWwdfNThCYGabnyhlnewFA7124cZe3aR7neepzLV9+8zcci0+9CQzOFOnGeTgyXzewLUqkEN9tOs2vnJ9iy6QN03DpPNCspHLhcXmw2x22fA0Sj40hpUFS4gmvyCNkEfpLg6/b09Fzh+o1jrKhuJphXit1up73zbLo9tkVryfX70dg4RiqJlNIMfTs5Rgs/iDQDmUoliETG8PuLcLv8TEwMT5kDxXQODXfS03uVtWv2s3XTU5w++93bygwEiolExmZNzLaU0E7niUT0Nmf9gvwK1q5+JO2rMYXBTvc9Fp0gmYxTXFQz53xlCiepVAKBMPtppG8k9CNt7e/Q199K08pdVFWt42bbKXNMhbCxdfNTOBxuM4jB3B29/SObzQ5SEo2EbjOf2rr5Kfy+wmkFKv2ZYSTTeViUD4z6bBZTjiWCJVjcaaRpRFEQKkvgRjq8cyIJnzoAH39EMBiC1m7Jl16GrkFYvQJ+64cFx1vgj74i6R5STPzv/Ijgd39UcOaaYthv9sCXXlaO4G4nxJNqE/jccGCL4LUzku8eUfXZbfCrnxKsKIXf+KLk9FX1zs98RPAzzwjeviB59fRks0dCsKdZMDAKv/lFSVuPYsoDGbfksQSEwrCmVvDicYPP/z+IxOFjD8P/+Gkb79sp+X/fVf4UvUPq3V/6c8m1W/CLHxd84QXJf/07yR/8JHz6APxFOkrd07vhx94v+N9fg387KIkl4D1b4Q9+UvDTHxJ8/m8khlRCTCwh2dQI//XvJa+fUf38+Y8J/v0z6lbk1FU1Jl9+Ff71NcmvfUbwif3wH/9CMhTKvqWYztfEggULFu4fpJ2evfns2/1Z8vJK6em9ysTEEIlkDLfLR0lJHc3r3svoWC9nz79EMhlHCEE0OsbBN/+epz/wq3z0mf/ChUuvEQoN4PcXsn7tAYqKVvDiK3/G0PAtU0M6MtLN0RP/xjMf/HXe/+TPU121jr7+VqSU+LxB6uu28s75F7ly9bDZQr+/EI87gMPppqykEcNI4fXkUVG+yswwPBEeMZOy3Ww/zVtHvsLeXZ/m4x/+La5eP8JEeAiHw00wr5Smxl28ffQrtFw5dNtoXLtxhL27f4DtW58BDMbGBvB4AhipJGcvvMQkE6+0veHIKFeuvcUje38ozTyeprdXhSNd7G2F3e6kuLiWgK+QYLCMQKAYm93BqqY9BAIqJGlf/w3TlEamHdQVYzg9M5lKCycZnwIwMtpLe+c5Djz8Yzz68I9y5dpbGEaK/GA5124cZWCwzdTIv3H4HykqWsFj7/kpyiua6Om5qm4xfPmUljRQUFDBs9/83SzBQkqDlJHMTdCS6X7I6RlclfE6ad6MxeMRbrafYcf2j7J964cASTweoaS4lpWNu/B4goyMdptRoCZ7rvp+4+ZJ9u39QTZtfD+x2DiDw7dwOTw4XR5Onv62+bwQdoLBEpxOD06Hh8LCKhLJGMVFNRQX1mB3OAhHxgiHR0xn87eOfJmK8iaeev9/5Oy5FxkY7MDt9rGycSerV+3l7WNfpa39ndv6Nu3akRJDphDGpN9OV89lRsf6aKjbxsN7Pktbxzu4nF5qVmykvm4rI6PdBPxFZEolQtjID5bjcLjwuP0U5FeQSiUoLq6huKgWu83ORGSUcHgUOcMcLBaWYHGX4HWB0w5DGZno/R5lJvS+HTAeFbxwTNI1CJ98VJDvF/zRVwwup0OJj00obf2RP7fxkYfhT56VJFPwjTclH33ExuPbJN89qp5dU6OEgr97QRJWCiF2rlHM+a/8leSVU5Nt+M2/k3zwIcEHdwneOCtNnweXEwoCkv/5r5M3BKMT6re+VTEkFATg6CXJn31TCTYAz74JP/p+yfo6gcuhyvR54OA70D0ERy4pweDZQ5L+UTjfCg+tVe8W+OEH3iM4fR3+7JuTm/HZQ7CtCZ7YAatWYI5LYQD+6jnJN9+c7NO/vCL5wcdgQz1KsADiaZqo93fSyPbRsGDBgoX7H4qgxWITjIX6WNW0h8aGHZNmMIZBODLKxZbXOXn622YMf83YXLj0KslknN0PfYpHH/4xbEJgSMnwSCff/u4fcrHlYNbzAFeuvsWz3/o9dm77CNu3PoPN5kDKFIZhEItNcOqMCmOqNf7vf+IXqK5cixACp9NLIFCE1xukLB3mNRIZ4823/9k0x0qlEhw+8i+ExgfYvPH9HHjkx9MJz5IkEjGGR7oIhfqnHY3evuu88vpfsWvHJ3jv/p/ESLfrZttpzl54aYoztvrd1v4Ozeseo7FhB2+8+Y+MTwwt0mlbCS9+XyHv2f/vaKjbBoDbpZzlDzzyY6RSCUKhAb75nT+gq1slsLPbHAQCxRjSmBLCVbXD7farDNvpsKtT6zt95jsEAyWsbtrLmlX7SCSVP0X/4E0GBtvSTwoGh9r59vN/xPYtz7B61T42b3g/IEklE0RjE1xvPZZ+dxIup5f8YDlul98sZxqDN0gnOAz4i0gko9OG6nW5dD8mtZbXrh/l4KG/Z/PG9/H0B36VRCJKMhnnnXMv0tt3jY8+85tmuOSpdY+O9fDK63/Nvt2f5ZG9P4yUBslUgsHBDk6e/rY5l8G8Ej77yT/C4XBhtzvxeoJ4PAF27/wkmzY8id3u4FZXC6+8/tcMDnVgs9np7LrAs9/6Pfbu/gEe2vkJHHYn0pBMhIf4/qt/yekz38mKLuV0eQkGy3C5Mhy6tcm7zY7fV4jd5sCWNodLJKK8cfgfkUh2bPsI27Z8iEQiSig0wGtvfIH6ms3s3fPZrHCzfn8hP/q5PyGZTOB0uPB4g7jdfnY/9Gk2bXw/DruT9s5zvHrw/6XNGJfeNMMSLO4SdEQnHbnIZoOvHYQvfk/yJ/9Bme5oxnxtLfQOS4bTN7s6ctLNXhgOSbasnFwU51uha0Dy4X2C7x5Vn+9Yo54/+M7kcyurwO0U/NIn4AcfV7cVoJ6rrxA0Vkpczmxn6qEQXO9S9RsGINJLMsNh2ulQZlDxpDJHiidVGdGEEibs9nSQCQETUWm+Z0iYyAgkoiNKBXxQX6luN776XwU+j3o+kVQ+FUKoML1asHA5VahemPS9CMeU4BPwZm8g+6RZK/YMc0orxK8FCxYeJMTiExw9/nUutryO2x3A6XQjhJ1UKk40Os7IaI8ZxWYqLl99k66eyxQEy3G6PCQTcUbHeqeNrQ8qidv11mN091whP78cj0dFrkkkokxMjDAWUiFJtXb7+MlnOefJU5Fu0ppvgcBud5i+Dv0DNzPeUTk5Tp7+FtduHCUvUILL6SFlJIlFxwmNDzARHp1xLE6d+Q7tHWfxeQtwOF0kkwnGxwez2qT+VgdBODzK+MQQA4NtdPdon47FMGPpciOjHH77S5w6/VyWtl/l/LCRMpJmWFKA0bFevvbsb5JMxTMcgieFoFOnn+PGjeOm/0fmd/r9F1/5M06c+hYutw8hVIQpLVRM1i/o72/lldf/mlNnvo3PW4DNZieRiBKOjN5mTgdw9drb/M3f/Tuz7ulvI1Q7QuMDPPut38WQRoZp0+RYnj33Ih0dZ7MSMsbiExx66x9oufIGHk8eNpuNcHiUvr4bGNLgy1/7dTPJ43R1X2o5SE/PNQKBIpwONykjSXiKA3o4Msorr/+NEgT0rYphYLOrhI3avG58XDmLapOizq4LPPfC/6CwoBqP20/KSDI+PpjVfo3LV97ki4M/y1DaLylzvY2FBvjOC/8TEIyO6oSVKkHed57/n+TnV+ByeUmlEoyM9jA62kNv7zWutx5PmzspRKPjfO/lP02bPunbIcNMPGmzOYhEx8yw0sth720JFnca6Tkcjypn4rJC9X+bgIm0CV0izZRrGdTjmtSwQ3aY1URqUigAGB6H7x6FjzysTJWEUE7MZ69Ljl6aZLbdLlV6R58SFtzOSX+M4y2Slk55m89HLO38bGYFl5gRqzSEmPQVyRQ4st3kFEwfjvT30zlK223gcQkGRyUt7el2pp+7cBO6BiUdfRn1CGV+lVm/bte0Jpgy4+8p71iwYMHCg4JYfILY4MQsT8zELAtCof4ZbwGyMfl+ODJCODIy5xvtHWdzKHdqHaqto2kGa75QDHD7jN8ru347qVSSosJqVjbs4NyFl01n8aWIQJRMxui8dWHuB9NIJKKmf8d0GB7pYnika9YyYrGJdBbomaGd6JUpVmtObQuND5hZyOdCMhmnI50RfDpkZkrPRCqVnDEa1+QamlngGx65xfDIrWm/AzW+V669NeP3M0MQiYwRiYzN+eRs+yiZjHGr69KUTyeFsdvHV0z7eTIZo+XyG9xNWILFHYZe8oOjcLNH0pTOM2Oktf3xxKRWX6NvBNbXCex29alNqLCrdjvkedX3+vNkCp4/IvnJp2w8skly/RZsWQn/4yvpd1UQEIbG1I3E1w9Jnj2khJdk2rHZYVemQVMFi1yQeYMx37jR5uMZnY8l1M3GrQHlN+F1T7bLkXZO1wKKIafUvwBYNxYWLFh4UDE1EpKCjgo0E+FTjHymucXsz5u1TZMReDIC0extmvLWDInsbq9DmlF9Zm3ZbRGhsvuj/RWEsLF50/uQUnLtxtH0u4t32p6pHVNxe9QiG9ONYfrbtFnP7G2bKzKS+kzO0L6Z6r49alIubZgpC/ukqdlsa0VmtHPuunPpSy5Z1Kdfi9Otw9nmaPq2zjwuM+2/6ed87n7MPI9LAUuwuMPQc9nep/whfu0zNp7arZyqE+m1oW8ntPPwwXckH94r2Nok6B6UJiP99C518/DKaZh0VYIbPXC+Vb3z8inJRFTwyin1bTphJ+9chxtd8MR2FdVJh2IFdQtyt6H7MjIOr5+Bp3ZDfYVyUNfQZlr2uffQ9B9LGI8oYSvTFMyCBQsWHkTkyvhN8+YCGJHc3ll4m3KvI7c6lba7IL+CrZueIp6IsqJ6PSsbH+LYia9z7fqR9LtLF9Vjvn2fve5cxzv39s+nffMrd2H9mKk9udSdS18WPre5rsPZn5u5/pnem/7zO53TYyosweIuQGvFv3YQHtsm+fNfsLFrneTMNaWR37dBaeW1/8VXX4dn9kr++GeV78O5G9DcAL/0CcGhc5LvHZv0VQDlEP71NySf/6yN6hJl2nSta9LJ2iagtQf+9gXJb/+wwOMSfO2gNHNRfHy/4Hf+UdWjITPMr2bD1GzYWZ9P+X+mGVLm95JJoSoah7/7nuSJHYIv/4bgL76lTJ/8Xnh6t+BcqzSjRyFnzjsxXbukhGMtkt/8IRu/8Tn4x+9LCv0wMgFHL1m3FxYsWLDwboGm9x5PHlu2PIXd7iQaHefNt/6JI8f/TT/FctikW7DwIMESLO4CNLN6swd++v9IfuHj8KlHBZ97HCaigrZeydffkHRlmM797B9LfvETkh/7gKAwTzAagq++LvlfX5VZDtY6XOrhCyrM7Npa+IeXsgmhZr7/9rvQMyT5yQ8K/vhnbSAkQ2OCS20yK1oVgNsFXvfs/bIJVafLmf25ECoKlts5eRHpdyuTK1ACj98jsAnVMKdDOXrrMq90wGd+V/KLnxD8yqdsBLySUEQl0nvu7cl67HZVjt029XpT1eecZrUfa4H//AXJTz8teHKHui79hxclRy9JbMKKEmXBggUL7wZozW9f/w3+5u/+ncphYCSJxSYyYv9bB4IFC3NByBzvEW+3lbSwVHDaFSPtsCtNfTypNPWpKbdZdpuKjuR0QDKpHMCTM5gtCQHBdESziVmeAyUMeNyK6U8ZEIkp34ZM+NPtG53F989mUz4fiSRmWFuNPJ/qm3ZQz/crJ+t4QpUb8KoQuoZU/h5u5+11uRyqHXabei6WUG3VgpLTocoZD2ebc9mESoA3Xb/09wGvKl+inpvafgsWLFiwYMGChXcrcjU7tAQLCxbeRSguLuahhx6itLSUiYkJ3n77bbq6Zo8kYuHOQDv1NTQ0sGfPHjweD4ZhzEh7hRB87WtfIxS6PcOwBQsPOgoLC9m1axdlZWWEw2GOHDlCZ2fn3C/mDMvsaTmxatUqNm/ejM/no6enhzfeeINoNDr3ixbuGnIVLJbNFEqI6SJCzA9SLq/nugUL7ybYbDbWr19PU1MTkUiEQCDA1q1bGRsbY3x8fO4CLNwR2O123G43brfbFCym0kEpJTabzVL4WHhXwmazsW7dOlatWnUbLRsbmzvsZ26weI/lgt/vZ9u2bRQXF5NMJmloaGB0dJSjR4/e7aZZWAIsqWChD8CKigoOHDhAQUEBqVRqXoefPkAdDgd9fX18/etfX2SWSwsWLAB4PB78fj+GYSClxDAM/H4/LpcLwNpn9wgSiQTRaNScj0wljc7ICpbixcK7Fy6Xa1pa5nYrR0CLlt3byMvLw+l0YhgGhmFgt9sJBoPWvD0gWLYbC5vNht1uNw9GvVimOwwzD0ubzWZq4zI/vx9gt9txuVwIIQiHp89iasGChsvlwul0kkgkiMfjc7+wSEQiEcbGxhBCYLfbsdvtDA0NEYmoLK4WQb+70OPf1tZGW1sbdrsdr9eLx+PB5XJRXFzMtm3bTBMpCxberYjFYtPSsokJ5Zhn0bLcIYTA7XZjt9uJRCJ3hLaMjo4Si8UIBoMmn9jX12fN2wOCJRUs9KJIJpOEQiHsdrtKiZ6+ss8kApnCRiwWMwUOrX2w2WyMjo4uZfOWHdu3b2fbtm3Y7Xa+8IUvWPaCFmZEMBjkscceo6mpiZMnT/Lqq68uu7ZGSsmFCxfweDyUlZUxPDzMiRMnTMHCwr2FVCrF+Pi4aaY2Pj7Opk2bLPMnC+96SCm5dOkSPp+P8vJyRkZGOHHihKXQmwf0ebNy5Ur27dtHWVkZX/3qV2lra1v2uiORCMePH2fjxo34fD7a29s5d+7cstdr4c5gWW4sBgYGeO655wBwOp2mvbDdbqepqYm1a9ficKiqpZS88cYbjI+Pk0gkiMVixGIxUqnJsD73ixRbWVmJYRhZbbdgIROamPt8PoqLi4lEInd0vYyOjvLqq6/esfosLB3utxtcCxaWE2NjY7z22mt3uxn3PYqLi3G73USj0TvKa928eZObN2/esfos3Dksex6LRCJBIpEwtW4FBQVZDomGYdDe3k4ymVzupiwrvF4vwWAQm81mmSlYmBGacBcWFuLxqGQdd0MDbdmy3n+w5suChdth0bKFIfMscjqdczy9fLDm78HDHVOBTed8qGG32+9UM5YNVVVVOBwOa4NYmBNut5uKioq7Kkxb6/T+g2UCZcHC7bBo2cJRWlpKIBCwziILS4o7nnl7ukW02IWVeeBOV9ZMB/JS1CuEwDAMqqurswQLXedczMBS9n0py51a9kzlLbb+O1FHrphtrpaiLn2b5fF4qKioIJVKZWmKcmEc59OOpS5vvliOebtX1styr5U7We69gvudluVa/3yxkPqXY33ezTG8U7RsqYT3paJxS1luJux2O6lUipKSEoLBoGlFkqkAnq2upT6H5lvmfLHU6/Ju05Nc61qu+ubCHRcslgOzTWwuIRkXehWXWXZZWRkOh4NkMokQwnTcXq5FlBllK9dn54vZ3st1bBdTR67PLLSPU9/LpYzFjKc2kfN6vRQXFxMOhxFCmD4WS21CdzcIynKvzbn2+lz1Lmb+5tO3xdY1U3kPGu7EvOVa9nIoKuazXpaqrlzrm++YLgWtXijuFC27W8L7naYt+swpLCzE5/OZZ1EsFgOW9iy6X8Z0PlgKerLYOVzImsn12cXivhcsSktLyc/PR0pJKBRiYGDA3BRSSux2OwUFBbjdbhwOhxmpKpFIEA6HCYVC83aedTgcZhhIj8dDYWEhgUAgazOuWbNm1hCiQgiSyST9/f3zjmShF4bf7ycQCOB0Ok1n+FQqRTweZ2JigvHx8QUvIq3JABXlq729/bY2uFwugsEgHo8Hp9NpMsnxeJxoNGo65M8Eu93OihUrzJue/v5+QqFQ1obxer3k5eXhcrlwOBzmuC2mj1M3vsfjMefT6XSapnmGYZBMJonFYoTDYcLh8ILGU68TXU9DQ4MZ+SyVSpGfn09tbS1Op3NWxnl8fJz+/v45ib4Qwpy/2dprs9kYGRlhcHBwyYhN5trUOTKWam0Gg0HKysqQUhKNRunr6zPXly6roKAAr9drzqOew2g0SigUWlRYX11HIBDA6/WaASm0ds8wjKy1f7/7jS0nMveg3W4nLy8Pn8+XRaP1vI2NjZnzvJDDuLi4mPz8fECtwalRb6SUOJ1O8vPz8Xg8OBwOc2/qnCKhUGhWWjYddDt139xu97zDqNtsNm7dujVj5LY7RctcLhcrVqwwb+h7e3tNZnSu8ygWizE+Pr6giE3zoWWjo6MMDAwsmJY5nU6zj4uBEMJsS67IHENNW/Q61LRFr8WJiQmTjs1nP9hstiy+JRAIUFVVZeYaSyaT1NbWmnXPVK6UkuHhYUZGRuas0+VyUVZWhtvtnpMZ7+npMcMFLwaZe8Jms2XRFofDkbUXQqGQKUzNZywrKioIBAJIKRkZGWFoaCiLydf0JHMeNT0Jh8OMjY0tWsGlebBAIIDb7b5tv+vzNhaLMTExcUfPo/tesNiyZQvbtm0jmUxy7do1XnnlFcbHx7HZbNTU1LBixQqqqqrIy8szB18fWMPDw/T19XHz5k1u3bo1Z12BQIC6ujqKiorIy8sjGAySn5+Py+UiFotlOaU/+eSTs16F2e12xsbGePXVV2ltbZ3Xoi4tLaWmpoby8nJKSkrwer1m/ox4PE44HGZwcJDe3l7a29vp7+8H5rdxNm7caIa2jMVi/OVf/qX5nc1mo76+nrq6OsrLywkGg+ahmUgkiEQijI6OMjIywuXLl2ccW4/Hw/ve9z5TKDt8+DDHjx9HSmky4NXV1ZSVlZnEVtcxMTHB4OAg3d3d3LhxY16hifWGLC0tpaioiLKyMgoKCsx+aPMkfShOTEwwPDxMT08PHR0dDA0N5VRPdXU1lZWVBINBc61oYpRIJLDZbMTjcWpqali5cuWs7XU4HLS0tPDyyy/PyRw7nU62bt3Khg0bSCQSt5nlaebA6/Vy7NgxDh06tCiik7muysrKqK6upqKiguLiYnw+n5mALx6PE4lEGBwcpKenh87OTvr6+nKup6Ghgfe///0kEgn6+vp4+eWX6enpAaC8vJy6ujqqqqpMRYLL5cIwDGKxGKOjo/T399PR0cHNmzfnrUwoKCigqKiI0tJSSkpKyM/PNwWnTEZYKysGBgbo6uqio6PjjuQouZ+g14vb7aa6upqqqipzD7pcLlwuV9bB39vbS3d3Nx0dHfMKjazraW5uZsuWLSbt+Ku/+itz/oUQt9Eyj8eDzWYjmUyatGx4eJirV6/S0dGRc/3l5eWsWLGCyspKUzPsdDpNwSLT9CQTmmnQdPArX/kK7e3t09JvTctKSkooKiqivLx8RloWj8cZHx9neHiY3t5eOjo6GBwczKkveXl5fOhDHzLH8LXXXuPChQtIKcnLyzNpdUlJCR6PB7fbbZ5H4+Pj5n64cePGvJhHu93Opk2b2Lx585y07NSpU7z++uvzFgA1/H4/H/zgB02mej4CRuazQgjOnDnD66+/ntN5m5eXR3FxMSUlJaaiNBAImLRFSpmlHNHnXnt7e077weVyUVtbS2lpqcm3aAVMIpEgmUxit9uJx+M89NBDM/q86jFJpVIcOXKEEydOzDoeUkoKCgrYv38/FRUVt81fpgbdbrfzne98hytXrszZn9mg63U4HFm0pbCw0DwTMvdCf3+/Sad1gKG5YLPZ2LVrF2vWrCGVSnH+/HkOHjxINBrF4XBQW1tr7nu/328qK7RgODQ0RG9vL62trfT29s67j1JKAoGAyV+UlJSQl5dn1qOFRC3EjI+PMzQ0xODgIIODgwwPDy/7mXTfCxaZmki9ER0OB1u3bmXz5s243W6TaTIMg0gkYkqymvCvWbOGkydPcv78+WkZDr1Ya2pqOHDgAB6Ph0QiYUqF0xGy2SZOL/x4PD6vK0en08n69etZv349JSUlJJNJs2+Z9Xk8Hurq6mhsbGTt2rWcO3eOS5cumRs7F2KntUx687tcLuLxOB6Ph+3bt7N+/XpcLheJRAIppTmuoA6DkpISGhsbCYfDMwoWUkrzkDEMg0AgACjBafv27axcudLMzAmYdUkp8Xg81NfXs3LlSlauXMmRI0fo7OzMaRzr6+tpbGykpqaG/Px8kskkqVTKrEtrMEARkWAwSFFREWvWrKGnp4eTJ09y48aNOcdx+/btrFq1ilQqlVX+1DnXAsxMkFKSSqVyZv7185l16XHTbdGHlc4hsxjo9bxhwwbWrVs359qsra2lqamJ3t5eLl++zLlz53Ji9PVhoMdKZ9ltbm5m69atFBYWZtWlhX3AZLrWrl3L+fPnOXnyZE6Hst/vZ9WqVdTV1VFZWWkmNNTt1VHv9Di43W58Ph/V1dVs2LCBlpYWTp06dd/l5FkuaPpTVlbGhg0bWLVqlTmmer1qM1KbzUZBQQFlZWWsW7eO1tZWzp07R1dX17zq1LRM3xa4XC4ikQhut5tt27axYcOGGWmZzWajuLiYhoYG4vF4zoJFc3MzmzdvpqSkhHg8jhDC1D7rvanpjmay9LmkhY9UKpV1WzMd6urqaGhooLa2loKCgllpmRAii5b19fVx8uRJrl27NicNMAzDPA80YwNKebJjxw5qa2vN8QO1VzXN8fv95Ofns2rVKurr6zly5Iip7MoFudKyxYZLlVLeFuo+F2hGTrcv06RoNrjdbpqamqivr6e6uhqPx2PyBLpPmoZqLXhJSQmVlZU0Nzdz7do1Tp48OePNiJ6rvLw8HnnkEYqLi8150XzL1LNICxqz9XU+Z1HmmafXup6/zPVit9sXrVHPFGY2btzI6tWr8fl8WWOq50Wf68XFxaxdu5a2tjbOnz+fU/hbfWOubzG9Xi+grCs0PdFm8YA51lqAqqqqora2ltWrV3P8+HEuX76cEx+YyYdu3LiRhoYGAJM+6P2g2yilCmufl5dHTU0NoEI0v/3221y9enXJTXUzcd8LFkIIU8IOBoP4/X7Wrl3Ljh07zIkVQmXC1pK53+/H4XAQi8VIJBI4nU727NmD3W7n1KlTM9Y1NjbGtWvXzGs9zXQ7HA4KCwuzMo339PTMulhsNhvhcDhnXwyv18vOnTvZuHEjqVTKPBidTmfWNZfL5cLv95vPBINB9u7dS15eHsePH89ZUtUHoV58Pp8PKSWPPPIIq1evNutzu90mo+V0OnE6nea17eDgoMkEzLSIM00DCgsLycvL48CBA5SVlZFMJk2mIxqNYhiG2T8ppUkkKyoqOHDgQJYGezbU19ezfv160yzA6XSamoxwOGwSAafTid/vNw+KWCxGSUkJBw4cIJVKzUmEurq6buuzEAK/3286zOl1MDIyMquGzGazMTQ0lBMBSqVSXLt2jXA4bDIq+pq0sLDQFKYyE1cuBm63m71797Ju3ToMwyAcDuNyuXC73UQiEaLRKEIIczwNw2BiYoKCggL27dtHMBjkyJEjc65NvSYBfD4fgUCAlStX8sgjj5gHnt1uJxwOE4/Hs67+Y7GY2Y4tW7bgcrl4/fXXZxxPvV79fj/Nzc0UFhaaWWn1eEajUaLRqDmW2gxF39rZbDaam5vx+/289NJL7/qbi8yD8eGHH6aoqMgU/txuN6lUyqRldrvdNNmIRqOkUilWrVpFWVkZhw8f5saNG/OqV9MZIQQ+n49EIsG+fftYu3ateRhn0jKHw2HeeCWTSYaGhuakZRqbN29mz549AExMTOB2uxkaGmJ4eDhLKC4pKaGgoMBcF3a7nYmJCdra2piYmDDXlzY5ma7O2tpaNmzYMCMt0wyv0+nE5/Nhs9lMWlZUVMSjjz6KYRhcv359znHMpBcFBQUUFBTw3ve+l7y8PBKJBA6Hw9zvWvnj8/myFCf19fV4PB5eeumlnITtVCrFjRs3iEaj2O32LFqm25BJyxaDZDJJd3f3vKJU6ltnbe6jaXouZbjdbtatW0dlZaXJC+j+6dtd7bOpFRb6XBdC0NTURF5eHi+88MK0t0CZQt7NmzcZHBw0rSpArTdt/mcYBna7ncHBQZNOTgdNZ+fS7uu6JyYmOHv2LO3t7bfNX3l5ubnHFpujJ1Nh8cgjj1BZWUksFjP5JK3ETCQS2O12czxjsRjJZJK6ujrKyso4cuQIFy9ezKk+LQzp2+uNGzfS3NxszhlAOBw26Ynf78dutxONRonH4/j9fvPsunjx4px0RUpJbW0tjz76KMFg0Lwh0TlINJ3UZ602Cc5UIN6pXEj3vWCRCbvdzo4dOygoKEAI5UDd1tZGX1+fyTBqwaKiooKmpiYzOoLD4aC5uZlbt27ddj2lJ7uvr4+33347a9MZhkFRURH79+83GXqAt956a8YNqoUPfYOSCx566CGam5tN7ZeUKvNoX19flj239nvQZmDa5GbTpk0kk0mOHj26oLHVG2f16tUmY9jZ2cno6Ki5oO12Oz6fj2AwyIoVKxgbG2NsbCxrDGeClJL8/Hz2799PSUkJqVSK4eFhbt68ycjIiMnU6f41NDSYkZUikYippRgZGZkz4/np06dpamrC4/EQDodNk4CxsTEikYgpsGghprq6mpqaGpxOJ7FYzNR0DgwMzEpgL168yNWrV7P6aLPZWLt2Ldu3bycajeJ2u+np6eHNN9+c0Q5Vr5e5tEkahmHQ1taWZUvucrmQUrJjxw527ty5ZEyu3W5n9+7dNDc3E41GTUGmq6uL9vZ2QqFQlmARDAbN8dQa1Y0bN2Kz2Xj99ddzrlcIwbp168z6wuEwnZ2ddHV1MT4+niVYlJSUsHr1avPgj8VirFq1io6Ojqz5yUTmnr9y5Qr79u3D5XIxMjJCX18fIyMjpn1upmBRUFBAQ0MDRUVFJkNVXV3Npk2bZjUdyAXLpV26E9A0q6Kigv3795sHo95TV69eNel0pmBRUlJCXV0dhYWFhMNhAoEA+/fvxzAMbt68uSAHZK/Xy9q1a1m7di2AuXY0LdP169xE1dXVpvCvy5gJZWVlbN++3dSQOhwOzp8/z9WrVxkeHjZpk8fjoaioiHXr1tHU1JRlmnXp0qWcb0bOnDnDqlWr8Pv9Jk3WtEyfeVqw0Db1U2nZ1q1bGRgYyPlWLZOBy8/PN00T29vbGR0dNZkYt9tNfn4+TU1N5n4Ih8NUVFTQ3NzM0aNH57wdkFLS3t6e5eOnadmWLVvYs2fPktGySCTCoUOHchJQNC2PxWLU1tZSUlJifq5zc821LsfGxrhw4QLV1dW43W5GR0fp6+tjeHiY8fFxotGoaWXg8XgIBoPU19dTVlZm0jF9u//GG2/MWM/ExATHjx/PUnxq87Hdu3ezYsUKkskkHo+H8+fP097ebvrIzNT3XG5kQI1pJqOubwyFEDz99NPmWb8YaBpQWFjI/v37KS8vJxKJmEz15cuXTf8NzQ+53W6Kioqora2lrKyMaDSKy+Vi3759Jm+VC23RfMKePXsoKysDMJUDAwMDJj3TgkV1dTWNjY2m8tXlcrFx40Z6enrmNLF2Op3s2LGDQCBALBbD5XIxMDBAW1ubyfdMFSzy8vIoLCykpKSE8vJyLl68aCoRlvM8eaAECykl1dXVCCHo7e3l9OnTXL9+fdoBvHLlCoODg+zatcuUwn0+H+vWraO3t3faRZVp9pAJvWEzMTw8vGBbTw3dho0bN7JmzRqTqQyHwxw7dowbN27MyGheu3aNzZs3s3HjRnMzrV+/nr6+vnn7dIDSwtXU1JBIJLhy5QpXrlyht7d3WqLgcDhMJ9tQKJRzHU6nk/r6ehKJBDdv3uTUqVMzXvPeuHGD3bt309TUZN5oNDQ00NLSQkdHx6z9Gx0d5cKFCwgh6OrqYnBwcNZ2Xr58me3bt9Pc3IzdbicWi1FVVUVJScmsgsVMzoqZTo/6cIpEIvOyH58LmfarMGmOpLVdS4VVq1axbt06U6hIpVJcvHiRM2fOzDg2V69eZe3atWzZssW8OVy7di2Dg4OcO3cup3oNw6CkpAS73c7w8LBp7jcdk3HlyhW6u7vZv3+/KbxJKdm0adOMggVM7r/29nby8vJM35C5bFRv3rzJ/v37KS4uNsd/1apVixYs7mdoDfbOnTsJBoOmhnt4eJgTJ07Q2to67e3R5cuXuXnzJps3b6ahoYFIJILP52Pnzp2m78N8admmTZtYsWIFqVSKq1evcvnyZXp7e6elpVqzCuTEeG/bti3L8bWtrY0333zztr5Fo1G6uroYGBjA4XDQ1NRENBqloKCA6upqOjo6TO3ibLeUoVCIixcvYrfbTVqmlTnToaWlhW3btrFx40aTllVUVFBaWjovwUIrkKLRKFevXuXMmTMzvn/z5k0eeeQRqqqqTL+VdevWcfHixZwcgO8ULTMMY9axmw5er5fVq1fj9XrNW/sjR47cFiBgJnR1dXH27FlGR0fp7u7OEj6nw/Xr102NvDbBampqmvXGV5uxTUWm4KLPolAotCQO1JnInL9MU0fNBC8WWoDftm0bZWVlxGIxHA4HoVCI06dPc+XKlRn5pNbWVpO/isViOJ1Otm/fbvpU5kpbamtrkVLS1dXFqVOnZpz/q1evMjIywrZt20zhorCwkKamJo4dOzZrfXV1dVmhgYeHhzl06NCcVho+n4/CwkIqKyuzbq0swWIe0FrdY8eOmZM7dfFqQeLs2bOUlpayatUqU6osLCzMso+bDXpyprv21M46i4E2xVi3bh12u90UEA4fPkxra+u0fdOfjY+Pc+zYMdNGPBKJ4Pf7aWxspKOjY972jPX19SSTSS5cuMDRo0ezzMymIplMztsOWvc3FosxODjIG2+8MeONjxCCUCjEqVOnKCwspKioiEQigcfjobi4mI6Ojjk3zYkTJ26bn5nqSiQSHD9+3LQT1gJAaWkp7e3t87KPzDT9yvwMJvNcLAWmM8Fa6qtQv9/Ptm3bsuzRr1y5wptvvmnWOR0mJiY4efIkTqeTDRs2mALJ9u3buXbtWs4ClrZBPn/+PO+8847Zhql9l1LS2tpKcXExW7duNdsWDAYJBAIzCkC6nIGBAQ4dOpS1XmY7EPv7+3nrrbd4+umnzc90sID52JZPxVIyUXcSeu2tW7fOvGXU++qtt94ytfMz3e7eunWLiYkJPB6PyTiUlZWxfv16Dh8+PO8bi7q6OgzD4OLFixw9ejQrws5UpFKpnGmZ2+2mtLTUXM9CCE6cODHjQa7NaFpaWqirqzPPpbKyMvLz83Nm9E+ePEkymcwqfyZalkwmOXHiBMFgkLVr15p7raSkhNbW1py1xzoCWmdnJ4cOHcoysZla59DQEKdOnSIvL49AIEAikcDn81FUVJSTYHEnaNl8kOkg/PDDD5uWAW63m3Pnzpm0KBeEQiHefPPNnGnL6Ogohw8f5plnnskyYSovL8/5liuz/Zl1ZfIyS8l4zjR/S0HPdFmNjY0mjwJqfR4/ftx0Bp/pXOjr6+Ott97C6/WaNzd5eXls3ryZnp6enMdAR1966623TIuX6fjORCLB6dOnzZtYzbcUFhbOOOaZNzI6qpXdbufGjRumUDHTWEopzShwmb6uy337fXd25jJBX3NfvHgxS6jQGkr9k8m8nT9/3rz206Y2RUVFOdeX+Xu67xYKvVDWrl1LMBg0r+evX79uChW6nun6pxdxS0uLacOYTCYpKyszr+zms7ETiQT9/f2mUJGphZj6o8ueL+HQ7xw9etQUKmbr3+DgIJ2dnWbUoVQqZUYEyqU/U8dgpro0o9DT02MyDNrZPDPB3WyYaa1Mrf9+wooVKygsLCSZTOJyuRgcHOTMmTPAJCGf7kf3+fjx44yOjpoMgrY5zgV6r3d2dnLhwgVgMkLMdOsRMIMzZB5sei/MhswADbOt+8z+dXd3m6GT9Xjo8M0Lxf22PjS0WcyKFStwOp2kUilcLhfnz5/PYoZmoyUjIyOcOXMmS4uvI8bpZ3JFMplkYGDAFCqWipYVFxeb614IQSQSMW9cZzsjdNQWrdDS4TFz7Zf2CcuVlhmGQXd3t0nHDcPA7/fnTMsA87bj2LFjWYLTTLS6o6PDvJ0BzORs8/FnuNewdetWGhsbTfrX1tbG8ePH56Uc0lpryI222Gw2hoeHGR4ezipHh1POBbnwLfcLrdHCUE1NjXlr5PF4uHr1KteuXQNmPxf0Pj127FhW30tLS6mtrTWfmasNHo+HM2fOZJnRz7QXkskkly5dyuJbfD4fBQUFOfU5UzCcqa6pZ99C+LHF4IESLPQimSpUzAZtAw6TV2oej8d8/25Bt7uystK0DXc6nVy+fBkhJh2rZ/sBpR0eGhoyHY0KCgooLCycV1v0OJ47dy4rSsVc7V8IcdJOkrlqTEKhUNYB6fV653VYTcfozzSW2kFKMw8ul+uuac3uNlwuF/X19VnX2T09PYyMjMx586KZoFQqRWtrqzl/UkrWrFmTU/1CCDNKj77Jm2u96BjwmWVoBi5XTEesp1srQogs/yIhRE4C72y4H28sdJurqqrIz8/Puq2YzQxtOvT19dHd3W0GdNARchaC8+fPmzcVS0XLvF5vFj2Yy6REl6lzn+g9oMNizhfzoWU6mEEmLZsv3ezr62NoaGhetDpTCNHO5PcT9HitXbuWTZs2mZ8NDg7y1ltvLcqcNZf508gcS2DRtOV+hO67DgGuz5FUKsX169dzMvnR3w0NDdHR0ZEl3NfV1eXcjvHx8ZzN3wDTP0+3z+l0mnM4E52fyus0NTVRVVWV1Y6ZsFB+bKG4v3b1LNBCQV9fn0nQcxlIKeVtNu/z0dwsJwoLC/F6veYGiUaj5vXcdBL4VOkY1NXp2NiY6QficrnmzUwBOUVBWgro67pcN0E8Hs9yaNcJtnLFVII93Vhq8wAdmUo/txSRSO5XOJ1O06xFR2LSZj657jvANMvT46htt+d61263Mzo6ajq85bpeMv1ehBDzZuDmWiuZP1Ntnu9n7exiUVxcbEYEs9vt9PX1zRlkQUPPbSQSoaurK8scQGv55nNoGoaRdeu7VFiq+V0oEzAfWqaDYejn7HZ7TrRMC8mZ5q65tlUHOshkpu4n+qkVJjrErr590yZ9ueY3mglTx2K2c32q8/T9JqAtJfLz802lhY5slWtOCo1UKkVHR4fJJ9ntdoLBYE6Cid1up6enJyeHdl2WDtyjy9dpEmZ7p7W1NUsZ4PP5ePTRR9mzZw9FRUW3Kb3uJh4oHwt9TZhrxAKYdCjK1DTe7UnRi62oqMi0o9SfPf300znZwWYuWB1eVH+mman5HF6jo6PLnrlRSjmvbKWAKWBlmpzkgsyre1DEKTOxlE7UpTe8EIK8vDwzO/bdXiN3Gzpzqw55N1dYzJmQ6Uymf5eVlc3pRKlDc2qn+1zrnHqTMt951MJrUVERBQUFZkZlnWFcrxe73W46b2eaOLxbkZeXh8vlMkOiDgwMzJue6Ehxmdlltd1+royEvklajtC/mfkvQPkg5QKXy4XH4zGVFToMeq6Yjpbl5+ebyf5cLpeZDVvTMp2ATa/P+axNLVjkmlxPQ9NqjfuJGdb0qbCwkF27dpGXl0c8HsfpdHLw4MF5JU6cCXr+daZ4v99v0hYdolXPX3Fx8RL06sGATg43MTGB0+nMcoDPdV1LKRkcHDTXZCqVwuv1UlhYOKfAaLfbGRoamhc9yxQSITe+MxaLcerUKQ4cOGD68Obn57Nx40bq6uoYGhrixo0btLW1Ldq/d7F4YAQLTSB1yK0HATqToobNZqOqqmpezJDWUulFrDV98z1MljpSxEyYKZJSrpgPISkoKGDt2rVUVFTg9XrNgzcz5n3mT+ZN0bsdHo8nSxjX0V7mi8wkULqsXG7UtCnUcueGyNwnDQ0NNDU1mRmitQCh10qmEz5MJod6N0OPXeYtsDZZnQ+d1vOgcyRoRk/nS5mPhnK5aJmOkqfbpp3NZ8ourzXgwWCQ0tJSM/zk6OjovARmKaXpjF1VVbUgWjafM0X3b7FR7O4nOqpN1Hbs2EFFRQWxWAyv18uxY8e4dOnSostfsWIFq1evpqioyKQtWoiYbv4s2jK5fjIVpTabzQwZPV9kKga0AinTLH6m9SqEMPNVLDeuXLmCYRjs3buXQCBgWmsUFhaakZ+2bt1Kb28vV69epbu7e9nbNB0eGMECbs+Aeb9Da8wzF/RCNowQKpmLFioyE9/liuW+rdBYihC9c8Fms7F3714zWZO+hdDvZ5aR+feDsq6WAlNzbswnG+tUZGZgBeY0T9LPZmYaXS5IqXIv7Nq1yzz0Mx10Z1orsPjbkQcFWgDLnOOpc54rdMK6TNNHrXzJlaYtFy2Lx+PcunWLlStXmu3Zs2cPzz333LS0QztNb9y4EZhkjLq7u+d1A7Nnzx4aGhrMhFh3ipbdCVp9L2Hr1q00NTURj8fxer20tLTMKwLUdCgsLGTv3r2Ulpbedt5P9dnKhHUWKQghssI7A2aSy/lCO9LrsdYJ/XLBneKPQKUS6O3tZd26dWzYsAG3221GhdNJKQsLC6mvrzdD62tH9juFB0qwgAdrw2Xa8GsNbWZkovlCm0H19/fP+1C/U9qlxTKKc7XT6XTy/ve/n4qKClPYSqVSphldd3c3o6OjTExMEIvFiMfjZhzwNWvWsH379vvqCn+5MN36W+gamfpeLuObqXVdTjQ0NLB//368Xm+W2WQikaCnp4f+/n4zAIS2IU8mkyQSCR577LGsqFP3k4Z2KTEdg7tQP4Kp7y3EdHU55+HEiRPU1NSYJqzl5eU888wznD17ls7OTvOGzeVyUVdXx8aNGyktLSUej+PxeOjs7MwpCzYoxud973sf1dXV09IyHUxhOlrW1NTEQw89tGBalumv8W5Ac3OzmWTW6XTS2dnJ8ePH52V2PRUVFRU89thjBAIBYNJULJVK0dvbS19fH6FQiEgkYprH6YSw+/fvN6MWvZsx3f5fzP5eKG2503shFApx4sQJLl26RENDA6tXr6asrCxLwefz+fD5fBQXF9Pc3MyxY8fo7u6et1J5IXjgBIsHCTprqrYpjkajHD58mImJiUUxt+9mc559+/ZRVVVlEnAhhHlIjIyMmFfM043PYs20HiToiBYaNptt1myts0FnYtVYbvOmuaAJb2lpKbt378bn85mRpxKJBCdOnODy5csmozaTcHMntVj3MqZqEPVNw0IOOB1cQ5sAZJrS3Qs0bWxsjEOHDvHe977XZPbLy8t59NFHs0xS9X7Rjuhut5uBgQGOHDmSc/6KvXv3UlNTk0XLurq6OH78OMPDw2Z9M9Gye2G87mXo9VlbW8vOnTvNz0KhEMeOHct5nqZDIBBg3759ZrJIHdL83LlzXLhwwTTLmYlhvds29PcKpt4yAKYJ4HyVTkKojNWZCfzu5XE2DINQKMS5c+doaWmhsLCQVatW0djYiM/nM9eO0+mksrKSJ554guPHj+ecVXwxsASLexjxeJxUKmUePh6PxzwsHqSbmTuFgoICGhsbs7Se169f59VXX511k2kiNTWh0LsZmckLNaO40JCHmdF0tB393YReC3V1dZSUlBAOh3E4HEQiEQ4dOpRzRKGpUYIWu3buR0ZQH2BTc994PB4zBHYu0H13u91Zt7iJROKeO/xv3LhBNBpl3759FBYWmr4gM0X9sdlsXLt2jaNHj+bMrAaDQdPkSpvltba28sorr8x6NmSakFm0bGbocSopKWH37t3m2Sul5OjRowtKAJuJFStWUFlZSSQSMZPfHjt2zMzJM1e73s0R5jT0WGQKFtoXJtckx5nIDB8vhApbm2tI6rsJKVUEQn3Ldfz4cerr69mwYQOlpaWmgKET2o6Pj9PR0bGswoUlWNyD0JMdCoXMK3IpJYFAAL/fb2nOF4jGxkbThlU7eeWSuTfTAXUhBOtBRDQaZXx8PEvjmp+fT39//7wIVlFRUZbPgmEY8442sxwIBoNUVVWZc+12u3nnnXfmFaZ0qWPL38+MYCgUMhkAHV1nvntJCEF+fn6W1n9iYuKOBZaYD7q6urh27Ro7d+40mZRoNGrmJIrH44RCIbq7u2ltbZ13NLyGhgbTtlwLWIcPH85Z4eRwOHA6nXeVlt3rzJrf72fHjh2UlJSYEaCOHDky7/wrU+HxeKitrTUZPrfbzY0bN+YUKjKhBWxLwagSTMZiMfPWJz8/H7fbPW8FVVFRURZtiUajc0YnvNcgpSQWi3H58mWuXbvGmjVr2L17Nw6Hg3g8TlFREStXrqSjo8O6sXi3oq+vj3A4TGFhoWkWVVVVxcDAwD1NlO9VZOZHkFJmhaXLBTpE472mIb0bSCQS9Pb2UltbSzKZxOfzUVJSwrVr1+YlWFRWVmY53+msyHcLmSGZdd4FfchogSeX/jmdTvLy8u5Ek+8LDA4OEg6Hzey4FRUVuFyuee0/r9dLaWmpyQzr0LGZztz3Ct773veycuVKhBCMjo7yyiuvmHlelgI6xr7GyMjIvBROFi2bHXa7nc2bN7Ny5Uqi0Sgej4dz585x9uzZRZftcDjIy8szaUs8Hs+Ztujv8vLy7mtFw1JidHSU0dFRM6x+SUkJPp+P0dHRnOmCw+GgoqLC9KETQpi+SfcabckVqVSKixcvYhgGjz32mBnspKCggIKCAjM8/HLA8kJdAugr0kws1N5cQ2uhtK2szWYjmUzS3Nz8rsyyuRSYmpApF1t+TVSCwSDFxcWL1vBNtZvVtyf3G3TW68yEQmVlZaZGNtdDr7GxMUuwuHXr1j1BxLUNvNYIJ5PJeTnoNTY23pYNfLH9uhfGZb7Qbe7p6TETdRqGgdfrzcoaOxv0WgoGg9TU1JBMJnE4HIyNjd0Tt1tTsXHjRnP+4/E43//+95dUqIBJvyQ9vrk4EevnA4FAloBm4XasX7+eLVu2mLdMra2tnDx5ckmcdLUtf2Z0u1zmQu+Duro6MwfJYqBNqqf6J9wv0P0fHBxkcHDQpNcej8ekLbmOkdfrpaGhgWQyic1mIxwO09vbu2xtvxPQ89rf38/o6KhJe51Opxl5cbmE0/uPo7kHkRlbXaOoqGhRZeoN0dLSknUg5+fns3Xr1gUTgHezliMWi2WF8tP5EmYbE/38qlWrqKqqus1RbCHI9E/QTJY2d7tf5kdKSVtbG6FQCLvdTjwep7y8nA0bNpjfz4XVq1dTUlKSVea5c+eWrc3zgbav1eYGOlEVzL2HXC4XW7ZsWfK5nK68+2G9aO3frVu3TCVJIpFg+/btc2ZZh0m76ebmZpxOp3k4dnd3097ebj5zr6C5udkUuDXTs9SYeubkkoxPj9HKlSuprq5eElq2GCzH/liKMuvr69m1axfxeByXy8XAwAAnTpxgYmJiSco3DCNLE+50OrPyJcwEPd+bN2+etwJnOsTjcfO2T9M5ncl+rrYsBxZSnxCCWCxGR0cH8XjcvF3euHEj5eXlOZVht9vZuHGjeQY7HA6Gh4fNEK33Cm1Z6HzogBeZSjJ9U7lcfbtjgkUu13v3I/TCzmRaQR0uS3Fr0dvba2b11LcYmzdvZseOHXi93jkXm9aO5OXlsWbNGioqKhbVpvsZUw/4/Px8SktL51x/69evZ9OmTcDiiK1+NxQKmbacyWSS0tJS6uvrgaXZC7OFgp2u/IXWGQqFeOedd0xNkc1mo7m5mdWrV8/ZvsrKSh566CHcbjepVAq73U5HR8dd1xLpsdD2tZpBdDgcptnWbHbNHo+Hxx57jPz8/CW/iVrKubuT0G28dOkSfX195hjm5eXxyCOPzGky5na72bhxI2vWrCEWi+FwOJiYmODGjRtZTuH3AoQQWTfKOk/OUmNoaChrHQaDwZwYqTVr1rB169YlY8KXG/OhZQsNYZyJkpIS9u3bh81mw263Mz4+zrFjx8wkh0ux37QlQqa/X+Zt70xwOBwcOHCA8vLyRc+dfn9iYsLsUyKRoKmpicLCQmD5aMtM5S40/DRAa2sr7e3tuFwuM9DN3r1758xQ7nQ6Wbt2LZs2bTKjc8XjcTMAw72yR2w2m5nMN9PJfDZok96GhgYCgYB5zobDYTMB53Lhjt17ael8ugHR6cnvR+iF3dHRQVFRUVaIur1793L27NnbNOWaaEkpiUQiM16D6nfefvttgsEgdXV1JBIJkskkW7dupa6ujosXL9LT02NqsHQddrudvLw8iouLqaiooLq6GpfLxWuvvXbHYhnfDcxGCNra2njooYeytJ4HDhzg4MGDjI2NmSZtOlttIBAwGWWtCRFCLFhg1OM9Pj5Od3c35eXlZrKlbdu2YRiGKUTqZ3VbdOSQXOyop5tXHdlqajQRXfZCrvillLS0tFBRUcHKlSvNQAP79++nrKyMlpYWwuFwlkOc2+1m5cqVbNq0yXQe1WYtb7zxxrzbsFyYmJigu7ubpqYmQAkaq1atIhwOc/78edPnCZTGy+FwUF5ezo4dOygsLERKycTEhKmJhIULpbNFgrHb7VkRUe5VCCEYHx/nzJkzPPzww/j9fpLJJDU1NTz11FOcOnWK7u5uM9GTpmEFBQVs3ryZ2tpaYrGYmeDz4sWL8/bnuRPQEVq8Xq+pAX7yySdpaWkxg3FM947OQRGLxXLai21tbezcudMU0ux2OwcOHOD1119ndHT0Nlrm9/tZv349a9euxW63L5qW3SkshJYt1MQrLy+PvXv3EgwGzXV44cIFbt68aZ4Z88FM8xiPx+ns7GTDhg0IofJTrVixgr1793LixAlisVgWbbHb7RQXF7N9+3ZTeAyHw9NGGpsvent7CYVCZtQrLVgdP36csbGxLJ5C70l9Fi40h4eev6lt12XPV0AUQhCNRnnnnXcoKCgwfVLLy8v5wAc+wJkzZ+jo6DBptubB8vLy2LBhA01NTaaCwuFwcPnyZTPx4b1CW6SUNDc3U1VVRXt7O7du3aKrq4tQKHRbWGm954PBIM3NzTQ1NZmRDROJBLdu3Vp2v7RloSraOUmbD+jfDoeDqqqqrOySdrudLVu2EA6HSSQSZiKfeDxONBpdVKzoO4kLFy7Q2NhIUVGRGSZ2/fr1rFmzhoGBAdOswul0mhF0xsbGePnll+e0v00mkxw6dAiAmpoaQGkXgsEgjzzySNZGz6xDR0nQh8y9pt1bDsy2UcbHx2lpaTFvHwzDoKioiI9+9KPcunWL0dFR0+yloKCAkpIS8/AaGRnhxIkTNDY20tTUtChb2/HxcS5evGgm6UskEgQCAR5//HFCoZCZT8Nut+N2u832nD59miNHjsxat9vtJi8vD4fDgcvlMu0ptZZDm3Npn52ysjK2bt1KNBo1Q3fG43Hz71gsNmtkjFgsxltvvYXX66WiosIc/40bN7JhwwbGxsYIhUIIIfB4PGYUqHg8bpoBjI6O8uqrr94z0c40wW1ra6OpqYmysjKzvdu3b2fVqlX09PQQiUSw2Wz4fD5KS0vJy8szmcQbN25w48YNHn/8cbPcuYi43W4nEAjgdrvNedO/HQ4HwWAwy7ZaSsnGjRuZmJjImrfM3xMTE3c9L4huqw6J6vf72b59Oz6fj2QySV5eHk888QTRaJSRkRFisRhOp5NAIEB+fr7ZH635v3TpEqdPnzbLvddw4cIFtm/fbpofrFixgvr6+mlvCbTPlb4h6+rq4ubNm/T29s7KyIbDYVpaWszbB20mq2mZpiEul4uCggJKS0tNWjY6OsrJkyepqalh7dq1d83XYq65c7lcBIPB22iZ0+nEbrezYsWKLFpWUlJi+kXMl5bZ7XY2bNhAbW0tkUgEp9PJ2NgYPp+PPXv2LIgJO3LkyIzvdHV10dbWRk1NjckvrFu3jrq6Orq6usxcVR6Ph9LSUvLz87OUmBcuXODRRx81zXfmC/1OW1sbjY2NrF271oxWVl1dzYoVKxgaGjJpsg4n7vP5cDgcvPbaa3Nmcw4EAubz09EzLXzrsW1sbDTzekylZVqpFolEpu2LEILu7m6OHz/Onj17yMvLI5lM4vV62b9/v3lLFI1GcTgc+P1+CgoKzDw4WqhpbW3l7bffnvd4Ljf0Hk8kEpSWllJZWWnyDqOjo0SjUZO/c7lc5OXlEQgEzLFzOBzY7XYuXrzI5cuXgeWlnUsqWOgFUlpayuOPP05RUVFW8qJMzUwm0dy8eXNW/GBQC7m7u5uvfvWrs25qXW7mz3yh27UQaVljYmKCo0ePsnv3boqKirKkyNLS0qwDRZtWzEcDMjY2xksvvcTevXupra01s3Umk0lzc2YSGS3IZDqh6gzBuUCPyXJrQzMT0s1VhwBsAowpj81n/o8ePUpeXp7pAKfHTxPTzP7qzTw0NMTbb79NZ2cntTUrsAtI5phkULc58wPDgJutN3jnnWLWr1+Py+Uyk/F4PB4qKytvWy96rOZCY2Mj73vf+7JuADMZ0czY3MlkkuLiYsrKysz6Mn/bbDba2tp47rnnZqxbCJUwSq/Nmpoa88BIpVIEAgGT4YbJQAc6HGBfXx+HDh3K2Q7dnGNpYENiE5Cax9LU6zqrrGmeEUIwPDzMkSNHePTRR01fgEQigdfrNSP+TF0v0WiUmzdvcvDgQTP7cq5MSUFBAe9973tN+/epfdbKAS1Yai1WZjv0b7vdzsTEBK+//jrXr1+/JzT7eozOnz9PNBply5YtFBcXmz4XNpvtNtMFbfqk+3P58mWOHz8+b+3x1HlfTpw9e5aSkhIaGxsBTOXObNBa6YqKCjZt2sTZs2c5derUrFrh48ePEwwGaWhoMGlIMpmkqqqK6urq29amlJKhoSGOHj1KW1sbZWVl5rjkkjQ1kw4t9JydTxn19fV84AMfyBJ8ZqNlRUVFlJaWAty2J2w2G52dnXz729+eVpByOp2UlpaayrlkMonf72fjxo0L6qsQgmPHjs047+FwmLfeeovHHnvMtHTQwnNDQ8NttEX3sbOzk9dff91MzrkY8y8hVBjkM2fO4PV6s5ItZkYPyjyL9NjMVafT6WTPnj1s2rQpi+fIbG9mcstUKkV9fT2NjY230TKtID158iRHjx6dlpbpNX79+nVisRg7duygrKwMh8NhzsFUv9d4PI7dbsflcjExMUFbWxuHDx/OyXpmPvtmtjJ0OXPNo5TSFBBA7R89dsFgcFpfNd0/fUN56dIljh07dkesg5b1HlQPlt7YgDmRU5/L/K2Rix2Zy+UyQxh6vd55X+1qm1jtrzCTyUEuaG1tNQ/MwsJCvF5vlj2cXojJZJJ4PM7Y2Ni8JjmRSHDw4EFT01RQUGA6/mqJWzPDmlENh8OmJrC1tZXOzk5g7sPV6XRm+XBMnbOFQABCqN8ADpvA7/Pg93lJpQwMObvzsmSSidRP2e12PB6PKUBlJtCaDoZh8P3vf5+dO3eaAprb7TbHL9MkIRqN0tPTw+nTp82bs+6hEFVxG0GPD7fLldGSudtsfgBEY3HefvttxsfHWbVqFT6fD4/Hk5W4Sgun8XicSCSSZQ87E6YyE/ozIQQCcDnsWeMjkUiJ+iF7L05nbnBb/9L1hMNhXn75ZdasWcPq1avJy8vD6/Wa2kXdn2Qyyfj4uEnIz549m/Ptj91uN/c6Ti8hw0lqnmHc9V4HzKSHM/ULoLOzk+9///ts27aNoqIifD6f6lN6T6fS+1nn9bh27ZrpgB6JRIhGoxQVFWUdClOh6Y6ep0y6Cdl0cKq9fuZ6mO7ve+2GUvfr2rVr9Pb2smnTJioqKvD7/Vl0TDM4iUSCsbExhoeHuXDhArdu3Zp3nQ6Hw6QRsDS0bCboyFV6LrXd/HSRA2HSbFVr3bUgsWPHDmw226w3lFJKXn75ZXbs2EFdXZ1pJTCVlmn60dfXx+nTpxkeHgaUskrfuM1FN7X2HDBNJ+e7tvQ86DLmqnM2WqbLmE4BM/X/mYrDudqnMxbfCfPCwcFBXnzxRXbu3ElpaSk+n+82fkGviXA4TGtrK6dOnTLbpEPRa0XlfKHHdWBggNdff52tW7dSVVWF1+s1LR40PdJt0TzFfKKQTZ0/3b+pbZ6Lls01f7qezs5OBgYG2LRpEytWrJiRtiSTSUKhEGNjY7S0tHDjxo2cxk3fCujgL16vd948o1YEe71eU7EyWxlSSs6ePUs0GiU/Px+Px5N1e5d5dmTue231c/Xq1TlvmJYSSypY6AUQiURobW2lv79/wQlcbDabyczNtrl7enq4ePEisVgMj8fD0NDQvOpJpVK0traaTLROXDRXvdNBX8d1d3dTWVlJWVmZab6gNRKJRIJIJMLo6ChDQ0MLMvXq6Oigo6PDvOIuKioyzV20FkIzOqOjo/T29s7bHrKvr48rV66Y/+/p6Zl3OzX0LYNiXCc/HxtPcPLCdfw+N04hcQg5azvLfbChGNpDcHVEFTQ2NsaVK1dMu8KhoaE5hTUpJceOHePixYvU1NRQWFhoEp6pZgl6PemDuix+izXR81wd9NLW0UMqNbsZQakXNpdCyjBlClw2GIoJTvQavPPOO7S0tFBbW0thYaF5dSylNE0CQ6EQo6OjDAwMzLmfRkdHuXz5cpbZm02ocY+mIJ6anAv9nV2A0wYuuxKT9HdCCIaGhnLWZAJcvnyZy5cvU1VVRVlZmUnUAfOA7O/vp6ura97mZCMjI1y6dJFIJMaqUjd7/T30BOHmPHIYdXR0mAnVpJRz3pQIIejr6+N73/selZWVVFZWKmHU5YI0vQiHwwwNDdHW1nabNvTcuXNUVFSQSqVMhm4q9PjFYjHa29sJhUKLNlvUtGx8fDyrjnsBmgEIhUIcPnwYv99PZWUlxcXFptmsFtZCoRBdXV3m2M3n5kU/19/fz5UrV8zx1I64S42amhp2795NeXk5NpuNkZERuru7GR8fJxqN3rZ3NZPldrvxeDwUFBQQDAaRUvneNTc309nZSVtb26z9PnHiBJcuXTJpmWZ0NC3TY6jXuqZlPT09nDt3Dp/PR19f36wmUbFYzDwPtOntfE2oBgcHs8ro7e2dlQZo2r5UIV5HRkZmHMNUKmXShqXaK7kogUZHR3n55ZcpLS2lurraFA41vxAOhxkZGaG9vd3U/Ou1cOnSJZNXWWjun8y9+MYbb1BYWEhVVRUFBQVZ5tTxeJxYLMbo6CgjIyNz8lmGYdDd3Y3T6TStJxYDKaXZx7k0+/rm+NixY5w9e5bKykpKSkrweDxmsJBYLEYoFKKnp2feoaCllNy6dcuM7uV2u+edSC8ej3P9+nVTkAyHw1nn0nRoa2ujra0Nv99vmt5OFZqMDEWX5hnuRl4oIXPcRfea5uvdjvmaNtwJDcy09TLJqNblQYUf/E7FXCcNGAzBYATa55B7fA745e3w+R02vnld8ksHJX23m1vm3q4cx09p+iWGhNo8+MM98OQK+K234M9bbu/jVHygDr72lA0hwGOHcBLcdnilQ/KBb0psQmDcoTkptavxDzjBYVPCRiQJoTj0R2B4CZoxn3W5UPMcF/Cb2+Hnt8E/XhX8xluS0fjs83CncC+YHN1PeFDGq7KykieffBKfz0cikSAUCnHy5EmuX7+ec/+Ki4vZvXs3tbW1xONxfD4fx48f59ixY7MqFOZDyx6EsX63Yrnn70FbH3fiLLrTWGg7l6p/uZaxbKZQmVeWC0Uu9oOZV0DaDGi+mGrPuFQLbK7+L6ae+Zg6LKRPU+dvoeMigdUF8IF6wUMVsLFEUJUWLuIp6IvauDIsOd0P37ouOd4zRauXLsNhg3xX2izLDu70yrUJkMx//qYbv6mbb2pZXgcEvTb8fhtlhRK/y2AiLmdlZs8Owi8clHgdUOSB7WWwrUzQnxaKjBzncT5jr697bUKQMiSlPsEnVgkerVa3J1UBgceuBLuhKLSHJJeH4WQf/EuLZDgqsdkWth8yn52pTzOZPs7ZLwGGtFEcgKpigdsDHoeBax630NPZLud++ICUAp9T8IlV0DUOr9+SJI30Op1mrKaaN82nfYvFUtKy5UIudGyxfZhqs70c47Jz5068Xq+ZG+Lw4cOm2Wku8ymEYHBwkIsXL1JeXm5GN9I3EFqbOR0WQssyn8t1fWaaoix0DOdbxlKGbJ6rvqXce5CbT9zU+mfCbLRlpu/ni1x5ivkw65m82VK0bSFnUS60ZaH80Z3mO+fD92U+f6fPgWUTLO7UoZZZz0LrW6623qn+L1e5S1H2E7XwS1sF28sFDhtcHZa80g4TSaXBrwqk2F6qmN4zfQbHp1hc6RaMxeEfL0mGYnC0W9KRDsOsHLkX3tbpbDlveyb9+8oI/MU7Boe7JF+/KpnIIdjOrXH4woXJcv/TTsHD1VMcumepeyEwDAMBpKSkxAu/vQs+vRriKcmVYTjRAwlD3ZwUe6AhX7B1NazKh29dMxgGpDG7wJQLlnptqrk26B6H/3cObowIXmmXppCWS22LWtfptdaUL/m1bYLv3oQ3OpVd2UwlLkQwu9eFgeXAcvZ5uQ/X0tJS03lSmw9m+oLMp14dY764uBgpVdS0XJnrXGjZdO/k+uxCzZoXU8ZS1Jkr7vbem2/d9zrfshS82VK1YznKvJt8571+RtzbQawt3JfQPhWP1cB/22ujIR+ujUieb4VDXZLOEEwkwOOAKj+sL5bU5gmeneJbJAC7DZNrOzsAZwdy0Pqi/AYQSis/F+xCa6NvjzBkA2zpNkjg+Zvw/M3cN7VuS0pCnkuZdN0JmqCr+OhKwQ+sEVwZkXznBrx4U9IbUbdFHgeUeGBFnmR3heDgLUn3RPb7U/uiBaJMs6NMn41cYEs78GvZSmb8ljOUNXUtHOmGI90LG8jp6pcSZlsqtrQfSiwFm0vU7dVwVH2WlGqO9bwaZEcus4vJ8ZorgpUeYyGy/XIs3LsoKCjISnY2ODho2qbPF5k5jrS/3J1kri1YsGBhsbAECwtLCi1UrCqAX9wqqM2DliHJX5yVfPny7c+3jsHhbnDa5O1hZMlNMMiEZuCSkpy5stQszxqo8LALhdkWVF8M5oojtXjoMaj0w/5qJUS83QW/f+z2Tt4cgxN98M3r0hSApoOe15m+n+3dqWVMnedcsJC1MBV6XGaqX8st031tSCVUADQVCCr8grG4ZCI5+f1MyByX2fxAsoQPOffzFu49SCnN4AvzgTarKCgoID8/n1QqhdvtJhQKTRuMwj6FiMwn5PJ8oAM/LLR4G7ML7BYsWHjwYAkWFpYU+jz9cKNga6lgNA7/dAlTqHBMYUBFWpubmOb0aQjCjzcLJtLnqkT5ZrQMSb5+bZLRM8tKP7OvCvZVCXwO+NMzksHozAyaywYfaoStpYLWMckXLmQ/+54V8ESt6oeuI+CEF9skb3bd20yfx64iacWNychJbrsSNDS0hjw5i9AgUIxzmQ92lUNNnsDrUI7fnePwdrcyR5oux4iGFjwEsLMc1hRCgVvgdkAkoUzd2kOSKyOYtyaZ2FAMP7BGMJZhfhZwwsleyXdaJ4W3mZDJ4DxSBWsKBUGX+mwoCmf6JWcHJvubWVyxB9YVKUGtNih4pBpGYvCeGtWHpDF542UTcKJPmfvJdL8/s1oJI7cmJH97fvq1qD+rD8IH6qEhKPjXK5KTfZZwca8jHA6bIUoNw6CiogKHw0E8Hjf9nWBm/yMppZmle926dWbiK7vdTn9//7QJDpdLkJiKhSgBst5P/7bWsAUL7x5YgoWFJYM+PBrzYXu5YmJfvyX5btp0yC5uZwBnU+xV+OE/bBHItBlRNKlMT56/Cd+5IYmlpoRHTf/tc8APrYV1RYJTfZJv35iZkctzwW/vFqwICL58WflDZIbH3V4m+OVtgkhKMbJjcQi6YCwuObxAweJOHbApCeMJ5exe6EnXLbPbMJsGHybH6eNN8JGVgk0lUJ8v8KUjXLWH4Ew/fOWK5Lut02sotVCxvQx+cK1gYzGsLBCUeMCVFixGYtAxDm93w6+/eXuDGvLVDVgspcZ/IqHMkf7+InyvTZJMzcy8iHSb1hXBT2wQ7KqANQWCoFv1vS8Ml4bg1Q7463OTEaZ08r2nG+APH1Z27sUe6IvAUFRyYIVy4s6CDf7iNLzWIUnJyZuj//yQ4OIgvNQmaQ/d3kZd1/5q+N09NhKG5OWOdPvF7PvEwt1Fd3e36bQtpSQQCLBv3z6OHTs2o9N1ppDhcDhobGykubmZsrIyM4SlDl0OGblOUGvqR9cLagOTZndfvixpHZs084NJGqbN/vRtqUjTN1v6b43MHEGaVn+sCc4NwNWR6csGpcDwOZWAnqlcKPXCQxVwcVDdTOt3tTllJu2ZamK5WIHGggULdw+WYGFhyaCZo6YCWF2oDq1Dt5QD83wzJIM60D7wDQObgAI3PNWgohsNRqa/XjdQh+X32+FYDxS64f31gtc6JKEp1gS6KVtKodgjODsg+VKL+jTz0PzSZcnbPSqJXE0efHaNYG+VIJSD4/bdxlBUMcyProA9lbC1FE6nQ3bbBTn5Rkjgc2vhl7YJ6vIEx3ok/9QiGYpKCt3w6ArB0w2CtUXgc0i+djXbLErP+6PVirneVKIExcPdkvMDSkAo9ChN/e4KZV40Hd68BU88q2a9xAsfWyl4qlEwFJVZQtJMfViZD7+/R3CgRnBjRPLnZyU9ExKXXUUq+1CDYF2RWme/c0QSMyaZm+O98Pk3DYZjSpj53FrBQxWCr1+VvNgmiad0dDL1+/ro5LuGhH9sgR9cq3xEPrFK8H9Oydtud1JSCeIbigUum7rlO9mbbr/FZN2z0LcULS0t7Nq1y0x0t2bNGvLz8+np6WFwcJBwOGzmfdDJ4fx+P/n5+RQWFlJSUoLX6yUej+NwOEgmk5w+fZqRkRHgdmfNjzTC99qgc1wJG+Np+jaVIdeMur49S8lsX6Cpm0YrBrQCaG8VjESVYDG1bP1soUfR5r89r8xZdT39ETjdh3njrIWb6c4BS5CwYOHBgSVYWFhyVPhgRUDQG4a2kDoxFuJXMJ6AIxlRotYUKsZuakSlTIj0SXqyT7KzHB6vUYxoKHG7Rttthw81CgwJA1Hl6zH1me6JSdOcvAF4fx147Qvs0B2C1lKOJ5SG/KMrYWW+4L/vg69fha9fkwyn84ZkajCnw9pC+PktgkK34J9bJH98WnJrXJmuOQQ8e03yI+slP7fFxv+3EW6MKvMdbZut83/87GYlVFwdlvzpGcnhbhiNp53I7ZDvhgqf5Pro9O0YjsFb3ZP/31GubqZsYuqMZUN/+18eUsLAS22S/35Mcm1UmXLZBRS4JW/ekvz+XhsfbRJcHYEvXpTmWro4pH5AMVOP16i6Lw7BN67PPR/DUXi5XfKZNYKHqyR/fDpbWNBCxuYSJegmDCVUDEYtG/V7HZrhP3fuHHl5eWzevNnMUFxVVUVFRQWRSIR4PK6itaVDTNrtdlwul5mELB6Pk0gk8Pl8jI2NceTIkVkz5YYS6nZ1qgnphxpgb5VgNKbCd18ahvfWqD32/E11a1ibBwc7YUcFNBepMN4TSfiHiyo30LZSeGalYDwhCTgE0bQk8NMblXJFIPjODcnbPeoW8Kc3CpqLVSCIy8NqT6wIwIdXKiXCs9fULaCBoicfahSUeOGtLnWbXO6D99er28BCt+DSkORL0/jjWbBg4f7A0gWJtvCuh2aW8pyKae+PSMbSDOxCFVLaSTHgVFGM5tLeagb5+ZvQG4FCj2Bf1aRGORMFbhUOdyQmOZyODjk1PLRAMdAABR5w2icZ94XiTsgkuq8Hb8HvHJWEE5LtZYKf2wJfeELwu7thX+Wk2YFtSrv03/9ug6DIo4TE/3ZMcnNs0h8mKZWJwz9chMNdkuZiwcea1Jva3wCUCdX2MsF4HP5/ZyRfuwZdE0qTmTAUk9Q5rpzIh2dJlKjnodCt1tdca0oLFQdWKIYqbsAfHJecG5wUKkAx8N+8Dq92SgrcKppZ5o1O5hrId08mF/TYlYAB6nmbyDYX0UgYylTMYVNR0B6vmX4NbSyBzaWC032SC0MZdikW7nkYhsGxY8d4/fXXmZiYwOfzYRgGUko8Hg/BYNB0zA4Gg/j9fpxOJ4ZhkEql8Hg8GIbB6dOneeGFF7h8eXbOOmXAXz8m+JNHBf93vyDPCZtKVL6gf7okuTws+dw6RYsbgkoAAFiRp/yVbDb4UIMg4BT89XlJfRB2VahnfnyD4NyA5NvXodIvcKa5hJfb4YsXlLLi329WC7MjBKf7JEMR+Po1dcsMyrzw2ohkZYESRkAphT67Bm6NS/72vOS9NYLtZYq2f26t4HgvPNcq+WC9oMy7xBNkwYKFOwbrxsLCkkErz7QAEE1CdP4RF7Ogr82ThipzLj5Lm6PcHINrIyo61YcbBd+8LhmfcmvxcJUSPG6MSr59Y9IMamp5ug2GsTRmKXfq1l/39V+vqJuEz61V2sL3rFBMyIEauDmqNIzfuC6z3tGmE/sqVVlvdN7uoK2fbQ8pZuPACkFTgTJrujmmxs1lU1rKQo+KPHVQ5QzLMpfSc6p9CWYaH/18pjlHLv1/slbgcSiGXTtoZ5YH6vbkjU54ql4lMlxbCBeGbg8Ta5qPieywsrM5vkuUKcnb3ZKtZYKnG+GldpkVJavYA1tKlUP54W7JhcHJ+izcH4jH41y4cIHOzk4qKiqorq6mqKiIvLw83G63GS0qmUySTCaJRCKEQiFGRkZMk6mxsTHTZGo22G3w7FVJ+xgglNC8qQTOD0ouDinBfUOxYFOpZDSmBHFQN4QTCUDCYERyrFfdyF4Zlvic6lY4koTXOpUp5fXRyWh9uysh36UEgUq/+mw8oYSJ3RVqjYOiEXED3umH9UWTypr1RZCUgtc7JV0TKnT4hhJltnp9FN5IK3cG16pb5r7IUs2MBQsW7iQswcLCksFkwtJegnbb7WERF4uc+Kz0Q6+0K3OoXRWC6oDKLq3htClNejQJN0bh2uidMzu5U0porRWXKD+BS0OSv7sg2V8NH18lWFckqMtTmvLHa+F3j0p6w5Pj0FSgtIwAp/tvF7y0EJeSavwkUOZVzvs6ClV9EEp9ah2c6pOMpG8kUlPKgWXwJUh3vrlYMVZ1efDND4lpmXWBEn7G4kow1s7usxta5eajAhCKw1evSPZXC9YUTgpfjrST7PoitU5vjStn+ISRWwhfC/ceRkdHGR0dpbW1FafTicPhwGaz3ZZlN5VKmULGdCFl58KJXiVAaAxG1VoHdZtW7JV0j0N9HvgcaiUXuKHCLzCkZDw5uZ8lav+NxNSNoM5mX5zeBw9VqGhuv31E1fGB+sl681zgdU7+X9O3VFpoHk/7o/WFId8t8aefXZEH5/rVc6MxidehIv3FrUVvwcJ9DUuwsLBk0BrnSFIdLj7HJGO6ZHXk8IwWDr57E35yI1QHlMnTtZFJRq3CD3sqlbPw99JRqx7E40z3SftcvDOgHLr/9YpkW5nk328SbC4RfLBeMdy/+fYk81/qTc8pSns5Gybi6obK71RaTQ2dFFCgGJ+5wsIuJbSgohmZYq+gsWDmNRRPqf7muxRjBixJnExdxOEuZTpS7Rc8XQ9/dnay4A0lsLYInrsxeati3Vbc34jH49OGip0JOvJTLgg4VXS0ronJW8Q3bynh9C/eo5450iO5MaZu4D68Ev5wn6DUC5eHJe60GZ82c3KnIzv1huFYr+QP9gnax5TZnwBuhZTf3C9ukUhEVkjotnSUsy8+IfjuTcm/XVU3GD+5QVAdEOwoVz5Lr3aoPfCLWwU2YCimogYWuSHfrfpuSAg4BXZhLX4LFu5XWIKFhSWDZtiGYzAaUwdRsWfhztvTIdfjxiaUgHOiV9kPf7TJxhcuGKbQ8746pZULheHbN+ZX9mJxN47MTJv+uKHMDL7XBgdvSX5vrzIX++hKlTvhzS71XOaczXWTo82ndNZoDe17gEjfZHHnY9rrdn2/XfK355TD63Q+NyLd3lgKWtPM0lIw97qI/ogyB/sPWwR7quAvzylBqyYPdpYrZutkr7pBs5y2333IRajQT/zEy8rECSbXaCgB//OkJN+lTEe1v9LpfviZ1yROmxKeI0m1xv/vaUikTVX/8uxkOX9/Ab59XWKgng8nFM34/15RfkIpKbNy4bSNwS8elGY4blAKjP/ylkSJIZNRq759HQ7dkrhsyvxwPKHOil9/U5pms58/LM3nLViwcP/BEiwsLBn0odc9AR0hydoiwaoC9dlS3W7nKqDoM/r5VuUsu6pAOS0e71VM5UdWCiJJyfGe230vlht3yx83s3+6DZEk/P0FSXMRPFQuWF8kONItSUrFJBhpv5bMW4jp4HEoLX80qcrUCKeZGJ2LZGo7lhP6Bi1lqD4kDeUgfjcsLQTK3+i5VnVLVJunzM9ebFN27Y9UC84PSs70T3FgsWBhGgzOcIM4kZgM76qRkjAwjb9CZsjsTEY+bkBP+PbnB2aoU6JMqEYyAi9EptABjaRUAvbU9mW+OzJLAAcLFizc+7CiQllYMmhm/uoItAyn8xesEKbd72xhYpe8LSje7HC3ig4F8MEGgUBFSVlbKIgk4bnWyefvZNvuNjLb0BFSQoQQ2eF8Lw8rRkCAKSBOhdZy1gQmzZ06xye/7w0rRsFAJcULpoWLOylc3RxTTP3mEuVMvpT1z7ec9jF1c7IyX/BItXp7c4ky1zvRO5lnxMpdYWE2zLbuxDTfz3edTvf8XGVMV+d0bVlIeyxYsHD/wBIsLCwZtMlJTxiO9kiiSdhcIvjUKoHXsTCzksyIQbqOzM9zwSvtklBc8oE6lXzssVrVzoEIvNYxjwNzhtM61/dFRihSwewH752AHsvqgLLZBuiLSOJpG5xoCs70KaHg8VpxmyO+/m+5D/ZVCVJSCRUX0xGN7EJpJ9tD6ibjiVpBY/7i2z0T0zT1c82cv3FLEklIKvyCR1ekHWjnWad+PplOnCelzqMxfd0zvT8QVeZQeS7lTL6rXEWDGo8r85HhmBo3S66wMBvmCigw9fuFrvf5lDFdndO1ZSHtsWDBwv0DS7CwsKTQzNxzN1RSMAn80DrBb+2ajE2uF51AMWZO28ymNlMZOu1MnDSyv5/t3eduqKv+Cj9sLFXhR+MpyUttuR1v2tY9aUyWqcOEztWGafvAZFjVmQ7epUCJB/ZUTPoOTIVNKD+TH1kvWFso6IsoQUJ/B/B3FyTRpKQ2T/AfNme/L0knjKtV8fPbxiQHb0lSMps5fqVdxdWv8sMvbxPUBW/P4yBQ68DnZEZkjSN6HOWMa0H//2tX4daEev6/PKRMj6YTTmxAgWsylOZUCGAiOZl/Y2OxcnCfru6Z3gc41QdXRpRA9nSjYHOp4Ey/5ERvOoiAxXVZsGDBgoX7FA+cj4VNgNcNDjskkhC27DXvKDJvLf7irKTCD+uKBJ9aLXi8VvDGLcn5ARhPKmGi2g9by5Sj9+5/NczkazahIpVoJ1adIC9pqEglhR4QsUk7+rgxKWxkQgA3xpR5VpEHPtIoWF+s7P7nctp22JTpjE0oRrIgnRwtaSiToXyX+lyk2xhLZd/K2NOMuw1lFpafTuyWlCoUb9A1qf2WqLKmZtJdCHSUmJUF8NLHbBzpkRzvlVweUsJDPKXGc2W+5KkGQUO+QAj4kxMqIzVM9uNID/xzi+RH16sM3E0F8M0bkv6wElyebhR8uFEQT8ELN+GrV9R4aD8GGypJ3zeuwf+3CR6uEvzrBwXfbZW80weRlAppuSIP9lUKRuOSH30pe0bMcUw7gBd41DgmDHDZBYUeyUSGn0w8lR19KmHAbx+R/PGjap09+7Tg69ckJ3uVwBlwqlubneUq9O7fnJP8zfnsnB16XFNS3Sw8EYY9VYL/9BB87YqkL6xCbpb7BDfHpJkoLBOZPkjPXpP82HqB2y6p9CtfC20GZTltW5gJHhe4ZxG+QdHEVApCVh4ICzNAoPgkp0OtlYnYg6XQsPjAuwshc4xvJ6amJL7HoJmATx6AX/uMYEWJ4HK75Of+THLuxt1u3bsPej5WFcCv71AZVt128DqECmGYZhJTEiJJlT/hyWelyRDuLIc/OWDDLhQD7ncpYphIKebeJpRj8FhM/f+vzhn89bnbza00s/mpVfD7e2040++e6pN89DuzL/1/1ww/v8VmChVeh2pvylCMriGV9nosrojyLx8yzIhKAO+tEfz2boHPAQEXBNJifMJQgoXDpt4fjany/vqc5M/fkYv229Vjv6UUvv60YCIBfqfKoKtvLrQwNpFQ0Vj+7gJ84fykGdRU/Mo2+PQa5SPhcwjsNjUOkaTS4n/7huS/HZ3+fd2fn9oo+JF1ggK3xOsQuOyTQkjSUOvg1Q74udeze/9ELfzhPhtGWjjzOVWBCSMdLlOoyDVjMTWuf3TC4CtXbm/HznL4nT2CFX7wOQVu+2SG7bgBCUMJCH96RvLVq7cLFhpeB/y3vSpEr8Om/q/XM6js3n95Vk47h1pQfqgc/uUDNlJSEksK/vtxyVeuSCt3hYVpodfi7/0Y/NTTAqdDYBiTJqIi/Y8hIeCBM9cle39OIo3luxG1cP9Br6NHNsHv/qhgXa3g1oDk838r+f6Ju926xUP37zPvgV/5tKC6RNDSJvkPfya50Hq3W3f/I9dw2A/EjYVALabyQviJDwjWVAuGQpKNjYKf+TD8yl9KJuaIw38/QJun3A/x7bXJz9URFRpxRxm8v14lXSv2qANxNKZsys/2Sw53Z2uZbaCSOMVVWEJtO2My3en/G1LdRMzkGK6L/N5N+Oxaad4yfPnK3IMogLghGYqmQzfO0AYpldZ7ahvsQpIylPPydO/LtGmXzrxsWyIWQK+P8wPwye9I9q+ApnxleqMFtGhSac7fGZB854YyFZoN/+sUfPem5OOrlAlQnlNFlbkyDN+6ITnRN/O72uzpb85Jnm+VPNUAO8qgzKeEq9EY9EfhZK8SLKbCBiSlCq85MtdacM+8Fo73woe+JfnoSthXBbVBleMimoTucbg4LHmtA87PkfU6koRfe1NyuEvyvnpBddp0aiyuoqEd652ZmdOft4fgYKfkmUbBK32qrNnqtLBwCCYZ8Pt9fDXNgDQNMSaTkqZSMk13BVFLQ3vfQPve6ZvrZauHtODphR9+QrBrnaB3SNJYKfj3H4JLbZLO/kkrgCWrV0zWvZzQdVQUwU98ULCqWjA8Ltm0UvGBv/qX0rq5uEN4IAQLzWEU5qnrL20Lb0goDqrrsIzH7lvcb4eibq5AhflUzGdunTjaC/u+unQdHkvAR56bX3l/ewH+9sLC2/D9dhUBaL5Yql4nJZzqVz9zlTrX3hCoxHq/f3T6suZ6XwsXnePw1+fgr+fRyxfb4cUFjON0SEn4t2vwb9cWV17SgK9fg68vsByHDfLc6vbiwiB0jFuZtpcLWoi/n6Gb39YL71wHr0tit6uzzWFX517Qp6TrzFwy93m33xVYboHCRJpI53kh6FMmUFooLQiAx5n12JLhTvevKA887vQNslR8U0lQ3WZbuDN4IAQLfWjc7IHrXbClCfL9gkRScvAdzNuK+5nIFuZBTamysX3nOsTuowRCmQLGbRZ1cmYH5vmEp82FeGWWl8vz07Z3FkxnhjWf95eLAAsmTSWyK8zdgXymOZSzzF+uZUxty1Qs9ThOOx7z6Mes7ZKz+0hoP42GIByoFrQMSd7qlvpVC8uA4qCinQ6Hop2JafIr3OvQZ9wXXoAvvKD+UxCAAr/6/Z6t8PkfEKY5nsb9rkx70OFyQE0ZlBbArX7o6F++uvQa6hmGS+2SD+wS5PsFNgFvX4TekeznlgI+N9SWQ2EArnTC4NjSlT0Vut2t3XCjCzY1QtAviCckB9+RROKzv29h6fBACBagDuxoHP7P1ySDY7CiFE5dlXzheUim7l8Ca7OBYcBPfBD+8w/aKCiCNT9gcKXj/uvTfDWHS31DM9/yFqvpvFc0pSbDvARtWYo+zbeMpR7HpRqP+bZL+5P4HCpBo02ofC9vdKrv77cbyXsd2t76Zz8i+NVPCQIBqP2UQccsZnv3OoSY7NfIuPqhFwqDKgDD1DVtLal7E2aAjSr4+88LHtol+JMvSn7hz6Tpv7ac9X7hBWUvv75eMfx//k1JKLx0ZlC6D49shD/9ecGqDYKf+A2DLzw/s+/aUsAmIBKH//VVSf8IVJfCiSuTfKCFO4MHRrDQoUjPtcKv/NXtq/Z+JbBaIbp5pSAah8H+SaJzv/bJgoV3E/RBKlFCxTON8LEmQee45IWbkoS0zKCWE1ubVISk8ahS0tzPkDJ7nWhZwuXI+IDbv7dwjyE9MZXFUFsmCHXDeDqK13LOl/Z97OiD3/nH7Jq0n8dSoqla3YqEe5Tid7mh+cCzN+CXp+EDLdwZPDCCBaQd21Bafi15L5fkf6eQMtQ1Yl25OjxstruXUM2CBQvzg03Ak7VQH1RO3+uKBB9dqSJiPX8Tvnk9OzyvhaWDIZWJSU2Zop0SHjjiqZfNTBpga1ndm9AC7ro65e8Ad84HQK8J+xQ+aSnXSspQvMrqGvB51N/zMW1eDHSAA+1rZMj7X6Fwv+GBEixg0hnpQYDe9HualR1tIql8LCxYsHB/wCZU8sCf2CDM8MKtYyoXyJ+ekbclCrSwNNC08+ENKvxqMjUZxMOChbsJvTbLC2HHakE4qiI13Wkst7nV2hpYvQIiMcifIenocmHqzZ6FO4v7VrDQ0vZcSBkLv96zCSVpw/S3HwIQtlkcWuX86zbLEuC0KyftXesExUFIpiRCCPOAdDpmL38xfdcSv/4bJsuScnE2kpnjCtPbPgoxGaZuqcY2s34xpW/zwXzHdda+yMk+5Yqpa3+xGpmp5c27f2T3kYz1sti5mtq+mfqq53Tq+Orfc61XISY1hjJdx9RXpls3c/UxZcBXr0qujqjQtgkDro3C652SsVi2vXFmH3R507U7q69pZ/HFzP90e50p/Zrv9C2Kdi6wzulo595mQdAPSUPisCvaKYSKyjVb+QuhnZn7ABa+FheCmcjYg2AKNdO+g8kEo/NFppA53VzPVudC51DTR4cd4kkozYedayCakAR8wqzHaYfULOfSfOh9rjcFhrG4danpvkDxJbEENFUr4SIalxQEhEkPHI7Z2z+fttwJPnA2LAftnLEucqMvkuXp63xw3woWd+JWwpBgzODwo52T5BztyNURK4tRkYCEWPq95nrwewQj4xIhoHdYfb4c0U3MfuUg8S/EyUww+7hObcNSQpdrpMd3McjFyS0z78icz9pyY8AFS7/2F1qeJqrmXM3S9sXkYJnavixm3Kb2YC5zOhuTJeXMzn06gMJcdUw3hxI43IWZp2IqtM2z/ntq+RlnlapDzNyO+TKRNjF5COWy16cTtmbCvUI7NzSA1yUIRdK0c0g9k8jBkTPX8dTmqbnsA42ldtC934WHqdAmzbnQ68xnc8WMez29J+asU0yeZXPB9LFKM33x9LldXQKNVYKeIYnDBuF09MqljPhoGLNHqVsKZNIkyWT7V1ZBRbGga0A5pI+mcyXFl7B/d8s6ZTlp51TM55yd+s5CBe/F4r4ULAoC8OQOaKhUocSEELdpbAwpcTsFLx6XnLm2sEl9eAPs3yxIpuD6LcmLJyYdrFKGCqW2fbUiEEG/wOuWxOIQigjaeyWX2mFgVD0/GyOa+V1BQJVXXQyVJbCyEtbWqs1qs6nfv/IpQf+IxD6NKkIisQlBJCZ59QxcasvtgNQaB71RV1WreouCEPAI7HbJREQJN9e6VLmaQOYa5UH3c18z7FwLdpsgloD/912p+pcuJ2VASb4KF7eiVJDvlzjsEE0IRkKS7kFo6YCeobnr1LBl9G1TI9RXQGmBwOtS60TCjFo/mf5XSnA7BV8/JLnaOfucZjIOVcWwpgaqSgR5XonbBZGYYGxC0tGvQmDqdaWZ2GnHL92WH3wcKosERrryk1fg4Du5j0UmvG748D6oLxdE4xK/V/Ctw5LzrbO/Z86VVNf4GxtUWME8n8DnliRTMB4WdA9JLndAe1/2e7nC54GPPQwVRUrjdfqq5Psn04KKmByr9XXq2r2sUNUvJYxHBQOjkvZeuNA2+4G2qho+8aja64Njku8eUQK8LaOO7auhoUKFsvZ7JakUjEcEXYOz99GGmtekAcV58On3CPID0NEn+c7bMJI+cNfWwp71kOcVTERVVLvT19R3eq0ZEjavhB2r1VhPRCVXOtX8z0uoyFhn1SVKeVFWqOp2OSSRGIyFBa09kpb2SaYg1/l7zxbY0yxIpaClXc2ZTk6VMtSa2b5KOa/m+wUetyQWF4yFJW29cLENhkPZfZ8Omd8V5k3SzqoSaKqChkpFp2xCMZOf/6xgdFzRyKmQUmK3C8YjkldOqWg5s9FOPRZ6HAvzVJ3VJVAUVOvQYYd4QhCJqyg1tway1+JyRsi5X5F5DridSjhsrFRnrN8tSUm17/qG1dq/3pW26ReTzPtsKA7CDz+pzp94UvLCUbh6K3tPrK1VNLswIMjzqRInoqrOq7fgcoeqJ5f5M6S6pVhRotZlVYn6+9FNgkhMfTcehd3r4Wc/ogTh6da7lOrW7fxNlSV7LuHY7YTHt8GGBtXPmfgkr1vw1nnJoXMLY9QNqc6RFSXqrKsqUeGdP7BLmXk5HSp4wkcfFqwokXim6Z9Mz5pAcKxFtWUuFAbgyZ1QXzE3H/i9Y5Iz1+fft+mQOee1ZersKS2AQJp2hmMwNiG40S1p6YBQ+Pb3cq4rvSZTUvnirK9XY1wUVLyLwy6IJSTRuGBoTNI/qsLtdg3eXVOw+0qw0BNTHISffErw+A5BOCKUCUNag6CvMFOGwOWH8f8F71yXC5La3vcQ/MZPCYjCm+9AS4fkwk3lCPjx/fDEdsH6esXkBX3gcQviCZU3o7MfrnbCa2fgSy+rGMrTHVL6YKyvgM+8F9bWCMoKoLJIbdCAVxCKQCIp04y45Jc+IaYVKgCkFDgdSqAZHpdKsJhDu56pcXh0Mzy1G5rrBCuroSAg8HsUEQ5HJ5mNyx3w0nHJ80fVwZ2LBk7H8H9yJ/zap22mKdeXX1WChSEVEfqhJwSPbYN1tVBVLAj61RzHkzA6IegeVMLF1w9JvvRybmHkDAnv2wHv2ynYtFIRwaKgwOMSKqJKWsKfOqyStNbHEBgSfIVwrUsJFro/UyHSQsz6OvjwPsGWJsW4VhQJfG6B2wnRBITCSpvT0gFvX5D86+sqfOSMwkV6Ae1rFvzEBwU2m7o+P3RWcuA/zm+B6znfvhp+50cEq+sFsYjA7YI3zmoiP/0hrR3i8gPwqUdh3wbBqmrlJOv3CLxuxaCHoypm+o0uOH0VvvGm5PzNyTJmW5P6+zwv/PzHBNtXC2we+NJ34fsnlQYskVJj/IOPC3auUUxkSb6qHwkTMRgaUxFQWnvgf3xFrdvpsLER/vvPCoipfDhdA5LvHVf9fGybOhQ31CvhKegT+DwqZ0A4qgTc611w9BL8w4uSnuHssg0m+5ofgP/0g4IVVXDxKlxsk5y6Ch95GH7hY4K1tVDgV4JFSwd88QXJP31/Uoj/8ffDDz8paG4Q5HmVgNraI3npJPzRv0iGx2efd1NAMZQw8fH9KuLcqmo1dn4PuByCSFwJu+19cO0WHDqr5m8oNLvwq/HMXvjFH1a085UTqp9XbykfsU89Cu/dJlhfp/ZEng88LkU7xyOCjn7FML5yCr7yiiSWnH696M9WVcOn3gOrV2TSTtWXUFiZkNpsgmRK8uufVvtmOkgpcDmhawD6RlQbhG36mxW9f1wORTO3r4H1dYL6cqgsFhQGVJ+02Ys++LuHSAuCkm+8qezPcxnPdwv0uLqd8IlH4dHNgjUr0koLr9rbUqozVjNRZ6/Dt96SHGvJLmMmlBXCH/6kDZcDJmKCeMLg6i01B5sa4QcfE2xcqYTEfL8g4FXrJRKbrPPMdfjn70suts3eHyHg0wfg4Y2CiiKVFbqqWCm1kv9/9s46Tq7q7v/vc+/4zPpuNu5OkJCE4O6lFEpLS2kLVZ5So7/q06eP1N2f9qk7tFhbpFDcJXgSSAJxT9ZtfO49vz++98zMblZmJUbnw2tJsnPn3KPf8/WvA/GkMIfxpOa4+Yqzju1fqABwtSIUgD/cK/tnIMHC0O1IUJQY7zqviE+i4E4jwrYiWAXf+z08vVbjDMCnDIRYGK48C5bMk7M3vlYE+9pKoSHJtIyvJ6G55CTFFWcONL7Cmfz2TfDY6oF7YNa3vgo++AbFmUuG5gO74rBy08j4wL7vdbXUSrv0ZDhqpmL2JKirUsRC4Ldl3N1J2LZXeMCHV8JtT2g648OzVBq6MKle3rVsnmL2ZBhfo6SgYUBh25DNiYK2o1vR0qXZ1gQbdwrfu2Kt3H0HGoeVYGH2hOt6i6MM0ycMntaQSMmB0xoqEop4cuTv64pDd4tozsJBCAbkIH3hnYorz1JURckXXcnk5O+OI7L39PGKBVPhnKWyCb/8R513YSqGYU7nT4FPvkVRX6dIp6QqZjYnxKz4YlMIUR3Ib9Jcdj3J0hhus3mrovDRSxVvPU3Ms5mspIfTGuJJ8nn/Az7NUTMVx82H85cqTj9a84NbNVv2Dn1ozPp1xWFXq2jzIiERylq7xOf0f65WvOlERSwsGs6co2ntLKyvbYmwsXSBHJjf36MH12h67/302xTvPhdmTVDEPd92k2Ur58iPIYR5X3uEUERDctFlstC1U9M5CPOmkL6870LFFWfAsvlCSBNp0TglM0J40GBbmmnjFUfOhHOWwJnHwg9u0Ty1ZoD588b47Rs1ZyyGiois3fTxiiOmi9BbKox//lmLRfOzeYcmFICHXoSXNvSZvH76cfxC+ORblSQWiIrwq13Zs4YJdl1NQ5VYQ85YDOctg5/fKYyyydwxIKHXpg1o7oAdLaKxMc9nHWnvC+9ULJohl3Q6o+lJSj52x5XuR4KKI2eI9fF7g1RyT6ahvQW6E5pMVix1IELNNRcppjWaNZS2O+OyN10XGmsU08fL+h2/EP7j1wMzHDlXBBGfJVad+irxs/7ONRYT6oQRbuqQPX3EdMVX3gctXZrbnhAt63+926IqKnPc3CnvnzJO8eE3SeXc634y8HkwF6NtwVXnyR5dOE3laYry5sFYFiylmTNJcfRMsRCfdSz84FZh4IZi3jri0NUsgnIsLAqDmhj857sUbztDzrdJP5nJyntznpQ+c4LiiOlw7hJh9L52ve63sJahnUfOlL1YU+XRTrdAO/v2MZ4a2Cfb1RD0FEN5N9MBFAeuhtOPLgi1syYpXFfGlHU0mZxc+IZfchzxoz+yCo6bDxcdr1g6V/P9W8RqOdr6AQNZWw8nKGReF04Ten36MTCuWuXvspwDXZ7213U1NTGYtEhx6lFw/nGK3/7T5Zd3Qjo3+P7MObCzRe4fV4sCD+Atp8J1lymOmS002gh7Rjh1XBE0TjgCTjkKTjsK/vt3mvtfGHhMctYU55+gcDJCt7I5yGbl78X+8lmnoN3uD66GXK5wLw+FYvdO45poXDpTaUhnNa6G2oyiM17kpz900/n9Wh2FD71JcfQ8RTYp9C3r9TGX6z2+dLY0nqRUVylnID7QhXha6KvhA3tSpbU5EIoVCe+9EK4+TzF/ing6JFKgtPxp5s5WmrmTRal47lK5Z79/q3jPlKSE9fiyM44RvuzUo0TpF0+KFSabU2RzRe5YrnhCTG9UzJ8C/uXQ3q349V2a//69PuDKi8NLsPBWbW8HfPVPmhvu10RCUBn1zOkBOPMYcZ9JZjR+n2icRgrbkgtRKc2EOnFLOm+p4sOXiPbeSP47mjSdCdl0UxsV9ZXQ3i3uBEYD77PhQz/QeT9EA0P8tu6F39wNtZU6n6oNDdGwMB6VUdG4+W3FA89ruhIFn+7++t2dLLhmDEQolHcgJ9TCF96leMdZwqC1d2vP3QO27JaxgRCRGRNEc9/apYmG4T0XKMbXwX/+RjSSpZj7bEvMvz5bioSNr4WmDvj+hxUXLpeK6ZalqKmAzh5FIi3al6qY9DeZgQ3bNY95mvXBLAdaS0Xa//dWYaCaOiWQ7IXXNM+uk3+7LjRUKY5bIFqBnqT2csMrdjRr7n1O3L9aO4XwG/eUgXz//+OdwoxWhKGjR0yx1TFo7VRsaxLrTCwEkxrM74XAX7hcMXcyfO6XmnueHdjCtXkPvLoNli802hnN289Q/Odvdclub44LtRWirQ6HFPG0pqZC8fcn3PzlNtDlde5S+Mr7hClt7xZmvioqGtktu4Xp9dtSpLKhWly+UllYNFPx5fdAdVTzk9sK8QWD9lfJXvHbMr+xiPx59hL4/rUWE2rFmlcRUQT9io6eQormcFAuuGRa88CLsGHXIK9RclYtJe6IcyYp3nSS5r/fLfs968jnO5qFyVVKNEkTamW/dPTId886VhEJwZVf1Xk3yL5z7/cE2mhINLL1VTBrMry0XtOTFN/kgE/c/morFVefB80dmvecr5hQB7tbYVuTpqFatISJtFw0l5wEf7ofnnu1//G5Wt75kUsUH7tMEQ1CZ1xTEYGqmGJ7k7jrmOdmThDrWnu3XExvPEExuUEEp8dWD+0KGPBop/iSwxVnKj5wkdBOywue3tks9CXkh2mNch7ae4R2Bnwi/CgF/++n+wpM5u8bd8Gv74LqWG/aGYsIEx8LKRxXLL73PKtFsdDPvhNFArT3iMsS/Txj1lAD1RWiEKiIKKGHQRGYtFbsaIa2bk0qA+GAnPWGKujohp6kMAHvf4PcC5/+uR61X/0Q8vlhAQ0sXwBfe59i+QJhdjvjQlu6k7Blj8ynbXlWqTpxBYzH5V76jysVtRWa79wkwvFA+9OcQdsS98q5k2HJHM03r1FUR6VeVCggVsumdmGWx1WLAJ/NQVdcGl00Q/G9a+Gqb2peXN8/LXNduONJOa/oAqNtWxLcvGCaeCGEA4oNO8X10e9jHz7BzE/Ahmdf1eRKUODFU/DT2zQPvqgJB0V5WBlVhANyLo6YIZYSn693MpWS1sp7SU8SbnwQnl2n8+5oePO7aIac6XRW3K1eeE2zaZcEb/c3PpD5eXnL4LvW8Bd72+Erf9L86X5NJFjgA8MBOHOxWC1TGREgR5Pq1tDOyogIntdeogj6ZG9WRmROt+2Ve0F7PNvMCUpoSbe8/9JTFJM82rli7eC00wgBpxwJ3/igYsFUcUHP5MQS2tql2NGq88qgSBgm1ck9ks7ieZYITdltlNkHmBAcVoKFQSIFj62mlx9eJCgm8+s/L+aieHps3mU00JZSfOItcjgVoi288UHNE6+IRSOVAduWy23JXLj2TRaVEZGaE2m44DgxZ/31sd6byvy5YRd860advxSVEul+WqNUrqyvFEk+GIbv3SJm+sAgWaFcXVRwZ4BnjNb4U5cr3nm2BDjaliLnKH56m+bhlcJoGM1iKACNNZpzl4lJM5vTZHOiLUqk4OM/0YNqXPaZW/FYoa4Kvv5+xfnHiaCxtUlx+xOaV7Zo2ruFqfNZcpHPnii+m9kcea1wf4KMWbeTFsF7zpe/p7Ny+X/jz5q/PyaawrinyQgHNRPr4K2nwcculfgFx7PkPPcq3PLo0GNxNVx7seLDb1IopelOiivbmi2a398rvupdCRlP0C8M9tJ58M6zFdPHK5o6NNPHK77zbyKQrFi7r5uEWcubH9UcO1cYE9tSnLdM88XfM+iFY2ACHc84RrFgmlwuAZ93sa0vWpt+5nX+VPjOvykmN4ggEQ4oVm+GP92veXW7rH/WS+0ZC8GcyTL/R84Q3/ZwUPG5d8hFe9uTg9C7Pre08n5cF84/Dv7znWIlaO8RN537n3fZ0Sy+ymixLk6ql/dedLzikZf0kFoi80pXKy49RXPhcmGsmzs1tz+p+eczYj0xTEssDPOmaD50sWLmBBH8O3o0x81TXHWu5rs3D/wecftTvOVU0W5/9Y+aGx+S87R8AXz8MrmUu+KaJXMVX3mvuEne+qjmV3dp9rRBNKT57BWKExZKzy1LcelJ8NyrAzPh7zhT8em3eW4YKY3fp/jro5o7nnbZ1VKwygT8UFOhOWGhuN2FbU17j2bRDMWX3wvv/rrOKy4GnE9VsPp97gpxYQXY06b584Oyvzt6hL74bKiu0CxfAB96o0U4KMxTOgMXnwD3Pw93rei9L825X7sVvvHnfWnnrInw0+sU1VHvzNnwzb9odjQLrR5IanDdwWmnKcL198fhbWeIa1cipXj4Jc0Tr2he3QFtnTKXRiCtimqOniVubHMmKboTGktpLj5R8dQacQfdHxWXh+PWcrAxvha+fY3iyJmKtm6hLZt2K756r2b1ZnElMW630RBMH6+58izFSYtkPgN+xUffDLvbpNJyKf7srgvHzlF891qoq1Sk0poHX4RbH9XsaDEaYlFSTB2nueo8xYlHyN3X3q2ZOUHxgQs1n/2lKJ36zrerhTbe/Ij3C29/BXzwgYsUx86ROygagqfXilKpKjqIdlnJeSlFq5914LnX5McgHBAlz5ffo1i+QLwHRoOuBPzfHTovDJmzVxkRZeX8qTKHFdXw9yc0v/2nfDaY9jxRIu8WT8Gjq+THIBIUevrnLyhmTfTaGqU5z9CAq89XfPwy8eZIpCUe6y8Pau56xmV3m+ddouVur63UnLRI8b4LZEd09miWzFF88Wp4zzfFJXIguK7wWu+9QJR3LZ0iXL+yRXP9/eKZ0JUo7IGAX+jLuBo4ZqZi2Xw4fbHipQ2a3/1TOn+g47gOS8ECCpk4TLS92YwmCHgsqalo9jWzJ4lV5Kk1mm/+eWAT6OOr4aX1Lr/8lEUsrHEcYajedQ789bH+tcrZHP2a+0OBgklRa9G0NXXIhTwamEvsA29QvP1MRSIlAY07mjVf+I3moRcLLi198chKzfOvar7xQQvX1SRTcMFxiudeEw1JydlckHFfd5lI5dqFn9yu+dMDmg07+896pZT4egd8sHG3/K5ftw+vD9dcpKiOyUVg24q/Pa757k16n7aTadF8fvtGTUUYrnuroqlNM75WcdrRcPuTIiQa16m+0FoCaq+9ROUDRQN+uPNpzZf+oNk4gLb84ZUS0/C5K+DsY8VHcso4xeffAR/5kQg//VmB/v4EfO4K8YvXiEbtrCVwz7NDTHrRfB2/UKwKrZ3i+vO7eyToa6A5DQfg2/+mmFQvmkLbgr8+rvnyH+QS7g9PrZG99PUPSHxLIqWJhBSfv1J8eve2DyDE9Pm3ZckZnzcVPn+l4uhZQji/f4vm4ZXC8PeHirBotPa0lmaGF5qiGV8L0aBi/Q7N927R3PRw/9laVqyFp9dofvlJ0T7qnCaeFuvCT27TA1abFWWFZlK94qaH5cwZrNsu8SIfuUQsrrbSHDlDYim+9EcRUA2++HvNPd+S9kIBiZmB3nNqhNPTjoZPvc0IzeIe8J0bXW54oCBg98VjqzSPr9L89BMWNTG5UI+YrvjsFfDhH+ohLZRmPudNESHtsVVCOx9Z1f/zj62CVRtdfvYJi6Bfk82JhfHKs+CuFbpf62RmANpZ0e65xKmCEmVvO7R1D9zfUmFo+PX3wQuvuTy9RpRDu1sH/s7jq+GlDZpvfRBmTRRtal2VrMufHyy7Qn3jA4ojposF0G/DQy9p/uPXYgnvDyvWwkMvaj5/pShnhCYprrtM8dQal5c3D21B11osdotrxOr0izvgF//Q/e6R51+Dx1drvnUNXHyiQmtNW7fmslMVP7tds2oz/UpyXQMo27qLvA4sS85gKjO2FaqLi8Rp7blRIUqFgWKNhgNX98+LxFNe/JCnXLAteS6Zlp+xwkB8YCZb5K0yinNlaOf5y8QtNudoXK3oisPX/+xyyyMDC0KPrtI8+bLmJx+3iIY0ibTm2DmKT7wVPvPz/t2TzH5dNk9i4FJpSRizebfcEUMlafnH05rxNTBvqvBIqczo3SxHglE4Ch1cmDgLM1/GL34MzsqAyObEdP/dmwpChW0Vgn4tVejHI6vgl3cJs24O1uQG0coMROgURYFVXjviTlAYp8YzldI7n31/PwPBBBdPqodLThLTncmc8l+/FTccoxkqHpsZXyItLhc/u92lOiaBQ+GQWGUm1BYu8yHhCWxHz5KgyR//TfPV6yXgPJuTObCt3n9qDZt2C/M1WLpd4w4zb4poQ7U3lz/6qwgVlup9GSvkOccVzcqeNtHmpjJSHXX+1N4ZYIph9tzHLxN3B8cVor1um+KT/ydChWLgvfLMOvj6DZqXNopmoqNbc9axinOWyuf97Zd4UoJbxbdUtHVXnKl69affKfcI1/wp4r/uODJ4x4X7ntN5bXx/OP84OHGhXOChgGLlRvjET0WoUKr/8VkWbG+GL/1Bs3arpjIqjMOCqWJJMJlcSkHO0dRWiFCxcpMQ2psfEaFCFb3P7BelxCVw5UZxnxwOHEeEvN/dIzEh6WxR+33G99oO+PHfxTTus2Xy6qslOHkw+HySUeqfz8gEBHyFs/3Yas22JnGjy+bk9395qBB8buZ69WbY2VJY9/oq+dzMqbl0Y2F488niyhRPimvhL+6AX/5DmIC+YzPjyznw6Gr48h9dfLb4Lxgh5aiZBXe2oZDJwra9mm/+pSBUDHQe7n0OfnePnD9Xi3VhaqNYPAZSWPSinV6H/P5C38yfAT/5uRoJ7TQwZ/Ke5zTfu1ms50aoGGguAZ54WeJUKrx4IROcOam+YAkZCfQ+f+n3n4csTjtK/NDFdUVcyT7644JQ0d9esS1Rsn3jz5rHVosrZ09SM208XHyCJOUozWoh2cjufga+8ZdCgoJea+i57zZ3wk9uE+tsOCj7syIiyRRgYNervnsz4JP+Fz9v9oiptTLSvdlrbLp36nbDVwyU/GUk6Hd8fm983jNaF2qHGNo8JuMbgA9U/fk6jmBcJv70zadI8H0iLdarH/1N84d75d8DnfdsDu5/Ab5+g0sooPLn+6zFHj/h7ks7zfgn1EmWuUxOFHpPrym4uBrXrn3uWiVC2+Y98M9n4PYn5fmDkW72sBUs+kL3+XOs4bhysf3lIckWA+RTmJpMAeYQm81yw306XwTK8cxbR3jMRn8HSEM+F7sJ2O6PMBa7AuhBfgaCOfwXn6g4apZkbIiFFX9/oiAR9zc2Mz5zeG95VLQQti2S8ayJUiW8+B2lIJOFF18TzXAiXSB+hmgU/2naHop5BtFuhwLeAVZyCRk/e1f33iuaAtPS3Alrtog7TSYrwtKEut5tF8PVEkC6eE6hLaU03/yzS0tnwZ+8373iXVrPvgo3P+JpYJQQlDefLO4+A733D/dooFA0cfFsqeY62GVq1u7EIySjRXdSEwkqnnh5YM0ggK3gw28SLWvAL7EVv75bk0h5gpvuf3yuK0zxazvgqVfkdz5b4mQuXC4B6DA8jWt7t+aGB8RlwVxmuuh9+cvGY3r7CpFDodgF7pf/KMxbvv0+47MscZ1o6xYffbQE6x41c+C3ai3MxZ62wp7MOgWrypY9ol332wXXpCdfKWjezVwrxPccPM2gLSlt+zISi2fDRSfIulVGFU+u0fz1cXnICNTuILTsr4/BtiaV17JVhGX9YGhmwNDOP9w7OH0pVkjc8IBorUHmJBKSy3ig9/Winbowx31hzsZIaWdfZHOFVKemXwPNpVmLF9aLEGLbMraKiKSrhLG3PIx1e2MNM2fXvklh28pzpdH8+m7Z/4Ze9bdXHFfOx542UbJkvdiuRArOWFwIyh5sfxrXlbYu+Pr1svCm7kCvNXRlrWxL6MIrW4TBRIu73oKpwgD2+w4K+6p4/0nn9n1+rPbmQH0p/nMsMNDZ69VXte9n+3N8YzFAc16PXwjnLFX52NNHVuo8097fvdCXlt3yqHgCGE+G2krJUAkD703X3F8enaytFF4GCvton7vW0Pwh+KMDgdeNYLE/YaTtPW1izgaP+Aywec2vW7pgT2vBFOX3iRQKB5fgGwb6mNmi1c/kRKN551PC2PuKrD/9/Rh0xWH1ZtGqZrLi1rHI09yUqnkwc/vLuwp+zUNlLzCHaSjUxmTODQPW1FEa4UplxF3CZ4n1IRqSVHL9wczHOUskpsD1mIydzYp7nxt6PIb5BXjyZc0rm+V9XQnNyUcqpo+Tz/qbzxc3wLrt8oFhhi85aeDnQQib3wdL50lF4mxOfF7veFIXAlb7maMZE2HhdNG6+G0RKO94StbOjHmo/bJmq6atSzTRmZxm+ULZd9LhgefIwNWiaX95s/i3m68N6urAvkLkYNDImLoT8OTLopEyjPeg39Ows7mQpUQpRX3VwG/VmnzRqF3F7jPeV9q7C7EcliXpo9s8dx/V53EpnKlAy3xHQoXnTL8XzYBJDWJ5qYjA069I2syh1s8Ibo4LL7wm7zFnYvmCoc+6Od87WwoxcYPSTu/3zR2SqthYKYNeVqm+4z9UYJhBg75a2GLh1nFhT7vGZ8l5CvkZkL6MFmPJQO4PaC0xdkfO9DTZSPzPLY/qvEZ/UNriTerGXZqdLaL0SGU0i+eovPVusP1iYgKefVUyzw3lxmv2+o7molTBWhi/4mreZRz+MPvgyJmiWMxkRaHy6Cq5K41CbTDaCXLHvrBeXLFzjqYyolg2v3/aaWjIjmahgQGfuJ+esRjefmbhri9uvy9K5Y/2J8qCRQkQrYZi7TbxeTe/K+V7JoOMYSRikf3b16FgNuPMCVLLIZuTA9LWTd7NItePpaKvdAzC7GxvKjAnAT/UV8pnw0lt5rjw4ItjfxL6ZgQrVYpXSoQKjTCIOWeQnOFem8vmebUNtDBfT64ZOljYwMzV+l2yBqGAWKyCAZg/rfczxdDALY9oQOO4Ertw8UkewernPVa+r2JdSaREW7etqWBmHWiOjpvvMUleX7buFUKbcwbfK64uuKxt2VNwuxETs6K2omgwQ8AI55t2i3uVSRc5lpB3SGG/1V52kiH3steHtu7eWv6KIc66ZQlzYtIX6yIBKJWVeTMuXnvbCzEefYecyqj875WSNYXC3qyOSY2FTFbmLJ6C13ZKK6Wsn9HYbtpdiA+zrKKzPphgpyXf+urNOl/QsiT3FC2ClLFG+ewiIfQQRfFF31cLW0w3u7wg5HzcnOUFk++PPu2fZscUy+bKnnU1oEQIbens32I+EG3Z7qU2NndRRbiwPwfbbpalSKQ1T6/1zvoQe9Pc+10JUUAZwSIWLnLDGfFMlHGowJzl+ipJmpHxEkx0J+E1wycNRTu9857OihKnmJb1dVk1MPvv6bWwarPHC2gAxSffCjf/l+INy1UvRcZI3Sf3Jw7b4O0DCeO2sG1voZJ2qfxMcZYexcE3UZnLbMYEifcw8QauC7d+UeVjLYYcn3chVkaKCKwr2lLjxz8kvDY27GRU9UYGwt42L3bEAp2TKpm2DQyQUcMwTRVhqXqezcnzXYlCAF7fYZlxTm4QgpHOSjsvbyqd49XInHd52mu/V7Avk4V5UxSVEUkvbPpXjFse0Xz27RZ+n3wyrVHcXl7csO/zyvvFcfMlVWJrp5di9nHNpkEC4QEWz5ZNoZS47CydC8/9TJW0V4xVIRwgbyUx+6WuhMvfwLZljjYP0dfRQOMJ2l0iCJXaN/DcmIoeHuqsW0r2S7KfYE2tC20pJb7jzgDCbfFZU6pIoPbWu75SUmpmvDiRZBr+5yrFpy8vuOmVgopwwfqntaSNrIoWqnL3ByMMbtlTFDRdIm0wtNO7Vw/JC7QYWkuxvgXTvCrw1ZLGtzoKoaAwCSG/ZAAaVyMuPyH7EB/UfoS5i46eVUix6mrNlAZ4/meqJA7d0JagX/ZiOlugLcY7YCA6YZR9mSyFhAglHgbHKbiqQG/rSRmHP8zd2VgjSlgTc5rKSAKTL15dIu309khFRO4Hwxv5fcIrJfpJmmECuH/yd80R0yQlfGdcFIenHA2L52g+9w7FP57W/PUxcTM+1FAWLEqA0dB1Joqyp+wHpuZAwNC+yohccEZLpJRmQq0a1uWt8aR2j7MxTETI3z+z1N/3lZIg2bGcTuNe9MIGcWkxQWThoBS1umvF4N+fMV4Y6c64piam2LRbKlmatvu+KxoiX0XcYG9Hf2LAwLAscL0CSfkYGle0zUYD3Z9k0dwJ978gqVFzjgk08wQL1Vur4bjC7Cydp/LacduC+1+Uis2GoPWH+kpvowBaa0JBxfQSrW/mm67GK1pU2C+REl1ARPiS+jSd8f14+LQXBJcpynYywtcN9jXzmdFqDZa5Q3kCSH+1WgaDOcqhgNSgMRpzrSUIvqGqsDalIOdK7Ijpv6XENW1QwQKJzzEZYczvXg8wx3FyA7zzbIlhaagWa6epiWJZqpfbghHEHUfcLPdLpw4z1Ff2DvQN+KQgZSkYiLa42ouBGAKGLrYOU2FYxmGEUZyJiFf/o5h21lcprOrhtZMrOu9GoI0E+xcsXE8YeXkzfOC7mq+/H045StzNNRCLKOZFRYn43gvEy+GmhzV/f1wsKocCyoJFibAUpNKFNKWHOwGKhpSXqUBjnGcyueGPSimFpRSu0gVfYu8gl8paJ1Njr31WnhXm3uc108fj1efQ/M+7FS+u7z+PtKtFqPjEW1Veu6C1pDUcKO0rCOGx+2gvekZ4wJOZQspkR4sAaDLZDIQ/PwBvPAEyOQnEPvVoqepd7MJj2jt2Dhw3XzTg0ZBixVrNmi1D96s6VqDOSkmqxeEW9VLexpBMaXp4QWa64A89lukY+4NShcrN3qtH1k4J7zH7aaizUmzBGC4CfrmMXE/iNu59paTf7d1f76ybtbNKsyIoC5IZPWD66sMVGvjEW+CDFykqI4WCa3kXKIQRcb212x8Wtn47dZihKqY82iBigmYktAWgcBeVRlvkfa5m1JWZyziEMZIz4W3HoF94pWLamR0Fn0TRvTdUbBqI0HD5lzRvOF5z3VsU8yYrXFfjaHHZDfhh6Tyx+n3uCvjLg5pf/kPi0w4myoJFqVC9I+8Pd9h2ITBSKdGUP/ySVL312Sqv+RkaBQ1RNCRBSoZhGV4LYwuzTj+8Bc4+VnJCpzNSPfXub8L/3SbVmHe2gHbF5Hn2UiloM3OCJpkWa8UDL0jhssH62Stos8+fw0Vxyj3TxlBL8cQrmm3Niom1wniPq4Y3HC/p5oxwZISMJXPFJWxXq2S7uv8FzXrPlDrY3vYVUQqtxX3tiVeksN5w94ppIxSArUMUWTsYMBrQsS5W1h8OBLNpfPhNoGEmC0+tkZiJoH/466eRAP7mTj1g/YtiKBjQjetwxvevVVxxlsyf1l6F9qxmyx4JVH91mxQRbO+ROJp0Flo6YPoE+PMXLCbU6TFb/8PQUJEXpn2+wplTCnY0wcMr9Qhc3wp3USxEr3ovg35LS62oMsroi760M5WRpB7bmkd292ktip6dLbrkeh45B257Au54SnPKkZp3nyO1tcJBiedUSoqQ1lRIHa0rztZ8/2adz2h4MFAWLP5F0ZOU4l0VETkcqQx892bt+euN9LY79KSurgR84ieaX30KJtWLpnZcteK/r1L891WFi10Ck+WQahTREKxYK8XttjUN7ibU2SOMU7HWeaSBpiF/IZDR8gS+wep1gDAsNz+k+dTbxFxaV6l44wlS1M+4Xrha/L5PPEIRT4mrRlOnWGNcPXQ2lPYeTd62peDlLfD5Xxn94khx6O2X1yPSWehOaKqjktFJa9Fs3fYkWEqPUFnyr7l25pxce7G4HGrPBcdva15Yr/jKnzRPvjJ4G6VUTR4xDiMJw+ygjm7tCRXS+W1N8JlfjFXrZZQxcqQywitVhMVq4Wr43b2a+58X9/GRKQZGtjddFx5ZKQWK6yrg4pPg8tOlVlfQLxZTx9XUROFLV1scOVPzsR/3X5B5f6OcFepfDGaD9SQLxV0cV1L+mTzJBzvAfKzxwnq45D81j67SeTce2wKfrQj45ce2pJBhKqPpTmiuf0Dzzq/pfKzCQMyXpSCRKWR5MWisGd5RNhaFimhR2xZ0xIsqoA/QpNZw62M673bhs8VCM6m+d/78RTPguAXiBlUZUTzyUsENaijmsq1L5bvgs8UqYvpYxqEJs6TpjAS9m7NeEZUgeiiv33Cg8ApvVsC5yxQ1FSLIB/2KFevgnV9zefKVgV0cDF21LNHSj6W16nBmo9u6e8caNdZ6fz94XSpjtDicNyTk+5/KFOI0TQyjyfZ3MPmk1m747T/hgs9pLvsfzd+f0HQntSdcAAredKK4app4uAOJ8rXyrwbvwOxokjzJfq9IU0OVpJ8teuR1heYOeHy1JudIHYWmDs1LGzSbdmnW79S8uEFz9wrN1/+sOe8zIunv9fwUB2UAvAO7aXehernWcOQgxdH6a8LVwuxNrPMsFFoyka3fofPBsYN1Y2ezuLL5fVIJvbFG3KHAKyTlEzeoWKhQpO6xVVpqBQwSOGywdqvOZwOyLS/D1iD1CMoYPUY9tV4D7d2SlcnvF8taZUTWD4aXFvpfHSbb1nHzJXAy7cX6hAPwrT9LgcTBgvAN/D6psWMSZ/zLwpunddsk05wRyCY3SM2SMmk5jHGYZ8kye6+lUyxohnZWR2Fqg/fMIbBBFfDievjwD+HyL2pe26Hx+RS5nBTze+MJimj4wN/TZcHiMEDfPTGatItmg63ZJrUIAn7ZnMk0nHaMyudNPoxpwj6wLfjxxxT/9W6LoF+xepNI+ed+RrP8w5oTP6I5/7Oa931H8/M7YPOe0ufYEJcVayUuw7LEOeiEI1Q+r/lQMFrjOZPEXSmVESbGcWHttt7PDIRUFm58WEyi2ZymtlJxxjEmi5O0ffxCRXdSgtFWbtS8sKG0/oFX3EzJvjDVgs9cTD4PfxmHHgzdaO6ElZu0WCSVWCqPnqWYVF9wuXtdQvdDO0fRnPluQ5W4OuY8AX17M/nikkN0B5BiW/VVvWuejBb5dvoM+BDgfQaE6dsTrxQrZcSafN6ygtvl6xWHAmO63+AlLOi1fIfRWpq12dUKr2zReW+ORBqWzFOMqz40aKfZQkpJJsgPfs+LcVUirFfHJDW8eeZAocwSHOJIZ0WrWLwnIiWk0RsMpmLk6k1i5pOiWZrLTlHMmyLPqFIzvgwns88Bhun/tRcrzl8mmvyepOaa72te2y4Mcd9KmaUGTBuY5+59TtxNTCzGxFrNecvks8Hmp/ijExZK5fJEupCxabsJbh6kP6aNR1Zq9rbrfEasaY1w5Az5bO5kSaGbSGliYXjiZVi1ST4rRZvx6nbYsFN7mZkkjuOdZ8ubTeXmoaAYOhtGGQWMdpqMdQlg1UZoahcLZU9Sc8qRilOPKjxb0vodwme9PxjaaWBSQ48WAX+BhiolSpmhUgEbq2DQD286UZHMjO1c5l/fp81DfbmUgt2tYrUwRb/8PsXV5xXm7PVIW1y3UPMIZOwBE/H6OhA4sg69ssBpDWEvu+HhMrw87dwklgu/D7qTmrMWK45f6D1U4p4bKe20VIln2HiiNMOaLYUitH5fId7zQB6N14VgUWx16zt5in2z7BwOMIevtatQ9Mek2zxmdkGbY37fq5y8NbgW2QTp/vUxcQGqiCiyDtRWwqcuV0xukE2ZL1dv7dt2MQNuJPfRCjxjDdPHN58qF7rWmvU7FRu8mhQmhan5MeOzrcKYSyEaloKNuzytPiaIW/G5KyzqKguMe19BxqSodVxYMgfecprMu+MKA/T3J2C919dBqxt7f/Yk4eZHJOVsOituVaccKZ8tnScxNEpJPZYV6yR1cqlWFceFH96qCQVUfv+cfCR84A2qV/8sq/c4batAUE0QudayV8qWjv0Pw1g/vx5ue0IKImazUtX9/Rcqls0rVIpVqs/6eWfBnAFz1uHQroKdd2PoKhQABem7oZ3FyoR9aOcQZ74zLvnnLc+qOKFOki6A1OzoS1OKXQZPPxouP10RT+oxESzy914/F1++H6N/zX6DUcz86FaTTVBi4BbNhE+/TfWau7530UC0JRQQwe9QhquhrVvnz1c2Jy5g9VXk4+RUP/uz+DwOF8V80j6fFTG+oxHO8nFdWehK6Pw6pLMwd4ry7uHC+PqevVLvo37HQNH4+grYRXd5qcMztPPJl+HuFQXaGQnChy5WHD2rwCcNh3aWotwIexYSt8jq2pd/KJ4346YZ8En8o/EkyGQL9ZgOpEB32F3tqoig5JlbCsxyXwbMcYuKm5g22JcwHYowAUNN7V7WISVagKvOlcrZJo2o2bTFpeQH8502msztzXDro5qeJIT8iq6E5uITFV95r2LJXDlA+fb6tK0RAj6pXpjWay+Bs5dI+4fKnJr1joU932dgfI24BUEhpWh/P2bMhmgMRmzNnvvBrZrtTUJMXVczd7Lm+9cqpnvFnnrNoy7sy2Nmw2evUBw7R4ryVUcVz6zT/PMZabjU+Uxn4bYn5e/ZnKauSnHULMX4GskG1Z2Aqqji6Vc0z67r3fdScPtT8MTLmlhYkcqIQPq5K+DaNykm1BWN0e09RvOOmhjMmgjnL4Pr3qKoiZX+7jJGBo1cMN0JuPFhzfZmWbfOHs3SeYqvvk9xzhKJu9C6z/p5Z8EwAo01YgF797lw5dkF5cahCFMlt7mDfDCj48B7zifvAmbO9z60c4AzYZjgDTsleDLgk+djYbjkZE/x482XLmrbxDSdtxS+/gGF3wfhoBrWRa8oKDyK59y0kU/nqwt9dZzejAkU3Z+H2M3/4Etw//PicpJzwFaKj1+m+MzbpVieETAGoi2VEalBdOZi+MRbCgX2DsX9aeZ+216p72IpKby7ZC5cerJ8lnN676HiMZdiTR+STyra5AqZ16xJE68Lvx8Jn2SEg53NcifZlii9zl8Gpx/Te3x9z16pKb6HGp/W9NI2O06BJyqVD9TeWNp7pADd7la5+zrimpMWCe08/RhxCx6MdvptGF8LR82UgnaXnz407bzsVPjgGxRzJkGtV0G+L//QlyerrRDaPK3RO0Me3X9lc9GcHCAcdulmtd7X7OyzRSOdygixN5tKayH6VVH5TKofeu5/mkPeJmc2wn0vaE49Si6jrKM5epbimx+EX9+l2dFcMKn6fKagixyUtVtFa9cfHFc29q/ugmmNmo9cItxzW7fmTScpTlio+NvjmmfWapo6vUBFJYckHIDxdTB7omLxbKnkXF0BX/i1TGq+1lEJ2J9033SjuUMYWhDt4i8+KWPb1gTxZJ+uesQ7lZVDubtVrEZQcHPq911KGI5v/kXzzQ9aREOQzkpF7BkTZK3WbJXKmLmcuFNURMT/8erzFLMnKVo6JeCqowe++ifN+p2Dv7O/sW7cAc+s03ltyrhquGA5LJymSGc1kZAILVv3lt62QSYLH/+J5i9fgPlTFR09mnAQvvJexcUnKm5/UrN+h6Y7KYTc8ioQV0elfsjCaXJ5HjVTsWUv/O6fOj93r2t/4xFirKbE9c7646vhy3/QfOffFBURRWuX5ti5it9+RnHXCs1DL2l2tYprjxEmAn7ZQzPGi4Zu6Txh2q5/QOKRhnHUDyjMfrrnOc1xC8S9xnFEmPrWNfDbu2WsmZyMwe/zCgmG5btrt0q2omK4Wp5duRFe2y6MglLQFdd8/M0W2ZzLfc/L97JZaTMagnG1cO4SxdXnSSBlR7fUAJk5oXThophpMlBK7jufDZVR79LzFCg+SxiNdFbGmC/s2s/9eajgkz/TTKgTl9CuuNwjn3274sLlir8+plm3TdPRI/e4ZXnjjsDkBsX8qWL1PWa2ojMhGmY4NPen2Ztbm8Ql9eRFivYeTXVM8dFLIRjQPLZKzqFJBR7wiSKvIiIM+/qdQ1ix+1ln2xJLZSIFkZDKx1KaKuU1FeLO67ge48/I+CQzvpc2wpqtmrmTRGk5qUHxhXdCfZVm1Ua5Yw2dCfogFBRl5qZdQ9c3GpQPzHp8oOdCrjXEIpIcJT1MPtDwSfc9L3f7V96riIXlrj5hoeL3n1P84ynNI6s0u1uFz9S6wIs1VsOMCYpjZklsxpQG+MWdmt/S/71n9usJRyiufavixVckJfxzr2k27xbrQyrTm25FQzCpAS48TnHZaYrupMbvKT3ue14ySw6VTn6scVgJFpaCuVNg0XTZRLEwREISjBoNyULOmyIH0mcJUX3D8TB9giKRlDiCRAriaTlciZQE6q7efLBH1j8M4bjlEamsfMFxcvB7kpozj1Gcu0Tx6nbJGmRZwvDHwhKU2dED7/m2y2OrBmHcvN99+ybRmrznAkVNTLTmkZCY+z7xFkVXArrjoJUcfKkyK5s7kRbteFdcYY/A/Lw/ib5p+6e3aSbWwfhaEcyOmK44br7CbxdMiFAgQpmcuDvsaNGs3AAPvKC573kRMAaaS+M2dvMjMK5G87FLobFGCOrsSYqffFzR2gVbmzTpjBCDKeMUdZXQ2qnpSmjqqxR72uC/f6+5/wVpt1TG3zzWmZAaBScvsoinxLJ1+emiJQXYuBNWeNaK4QiABpt3w0d/rPn6+4XJTGWEsVo8G049SqG1or1biJ/fJxehsXylMpBIazrjGsdRh6Q28VDCmE6Pt843PQzRsMunLleMrxUGznHhslMVV52nSKTkInJcoScVXuX3bA5SaUhlNe3d6pCxSg4Ec25ueFBo52lHS02beFJz/jLFhccJ7exKCO2MBIV2Tm6A3W2a935Ls2LtvsK3soRh+d0/NUvnwrTxiu6EcCdfea/Fu87RrNsmlZwjQbHyLJyuqAiLsN3UIQyKpTQ/+qgkUygFjTVSXbc6Jgxm/u4LKiIhUZw4XqxTNgcN1fA/Vyl6vHsunpJihvGU3It72kRA6k6M8cSPAm1dcN3/ar72fjhjsSKXg44ezexJorywlKKtW+5325a9GQ0BWpjJRErTk9JksuqQs8gUw9wf25vgD/fC8QvEfVXuAPj6+y32tInyx3U9JVRYURGB6ePh6zdovvInjTtIfaOpjSJoGR974ZMgFpK74PiFYkXw+eRcn3gEhIKK7rjQ6LjZNx6vtLsVnllX2vjMeXlmnbjz/vsVEPSLImruZMXPPqHYukezu83zfPBLPa2amKS9v+5/Nb++e+CLyVIwbyocMW1fPjAWkvmaPUnuG9tzB7roeJg5QeXPghlbvIgPfHkgPtDryu/vhVDA5RNvUdRVynop4O1nKt53odSH6uwRgSfs8Ul+nygZkhlRNLb3DJ7UxYzadaGnU5QDbztDcfX5ipwjMRRt3dJ/pSAahHE1wvPFU9AdF+VhKCBu0T/6m7R4IIUKOMwEC58PrjpX8bmrFD1dBaKvi9xWEmlNPC0L7mQ0i2crli8wvmiqly+91vDbf7p8+If9a28dzzyYc0TLPNzF0YDjiO+oUvLncNM7KiUH5Ct/Eub/vGVS4TWRkrFOGaeYVuSqo7WkU01l9JDv0hiNG/zHbzTbmjRvPV2xeLYQn2QaOuMyKabycjYngUw+W56JBIGgYt02qThr2h0MRiOilGil9ldVXsM33/k0LJsPV52rsSxIpqUgYF8Ygm/cnybVwfwpireeprjtCc0X/6DZtHtgTb+JNfnJ3zUtHXD1+XDcfBG4OuNgW5o5E1UR8RAmrTomROmJl4UQ3L2id/9LHq8n9Dz+smhELQX1lTCuWjRijdWKZ1/VPO0V8BopsXlmHbzvO5rPXgEnLxKCnc5KWlPHm5iA53PenZALzG8rAn6orVC0d2te3lK0BoMNUnvnz9Og5ZzhWVlKhdaFs551RrYnDb2Q/aP7nV8zhpwjZ2nANdDiVpPNFZ4fCK4rAfV4bfc3n+asZx34xZ1S+fWDbxDhsK4Kkilo6pCCTz6roOFq75bCSz6fMACRkGLLXp3PVjbQUjhFfc+OgO4Vz5PljmzdlRKL5Bf/oPnPd8HZx8rlnEjLfE1tVL3iqFyt8dsiLJt39X2l68rcPP4yfO0GzeeugDmTFZkstHdrJtQppjYWXDQ8OwIaeGWr5v9u19zwAJyzxNwrOu8W0h8MrTl+Afzvxy0m1AoTjS5y5fL2XTJt9oAoht55TtF9p5QoUTREw/DUGs0139Os3jR8y+X+ggLWbZfMNp+9As48BuZNkfi/znhhjxvaEk/KPeizFQEfVMekRs8LWwdP0W32lln7wc7WQHA8uoQ3v447wMsGGqtHq+98SjO1ET7yJkVjjbirdnRrwgE4YroqihGVQqTZnBqyYKpScP4yxc8/pYgnCgoz4zajEWGiOyH3YTwtyq9FM8ycqF4xhrYF/3xGc8l/lV4QzozvN3dr6irhqnMUDVWKnqSck5oKRX0VxsgGaCylxKIwBK3w+8TK/5l3K3o6C/vXuIVrLWMq5gOPnSMB1zKuwrkwLna/vsvloz/u/ywY2pnJwo//JrTzvefDkrki7CXS0NSu8zWebOT+aOsS2un3rE2RkGLzbs267UUN950379fNnRqfrait7H23VkagOqry8yZWF01rlwgTDdWKHc2a25+C796k6U4Mn48YCxxWgoXC80/0LgIjIGAXtHvRsCpoYlVhs0FhcovNX75BpMfKCMTqYYJWxBrEpWq4/W2oFv9zW0FXEqKh4S2xCcJZvQk+/XO5CE44QvzoxlXLZjLWg2QGupOKbU2alzeLANBr4AO0b4jAz++Eh1dqLjlJ/P6nj5dq1dGQHAzLEgErkRapublDUta+tkPz2GoKfvsDEAazRpURmFAnl4FSUFepx9wnyph4F8+Gi06AmRPlAqqrEoanJ7kvU2cp0YSFAzLeZEY0EK4WgUsp+H8/1bQMYrlwvfW68WF49lXN5adLDMrsiWLBCAXFTJvOQDyl2NWqeXQXPLtO8+cHJb2daXu4xMD0Z2873P0MXHuZIp0wl4MwVc+/pklmRmcatZTURfjQ9zVvPAHOOlayTk1thPoqRTggl7/WQoy7Epo97ZpdLbBlL7y0QfPQSwVXk37H6Z1hyxLt68R6aa8rtH+SBISCUF0PAZ8iUiWas+FuyZoKCZjXWvaK0Iveo/NZUgCsoUoRqCz4z5rx5kmXgrpKqK2H6pSkMx1IC1sdk/NkAiV9dv87x+wPS8E/npY99+ZTNMsXKGZOgMnjFJUR2f8+r75NKiNV11uaRcO6cZcwpY+/3LvNvqiKQqwBJqCI1ReKSpUKS4kL1oQ60fCFgopIUPeaq6FgrIjPvwaf+pnm3efA8gWyT8dVK4IBocvpnGG0FNubNC+sF6ZAGtm3XWMZuOlh2N2qefuZYk2YOk5oZcAndMDQyR1NkgryLw9pnntV2hCXM82kRkUqqwl6zPJAY7NtEVY1wmxaHgNj9mhEQU1M5dswAkd+Lrz/GR7aVvJzKMHs+5ZO+PTPNGcuhvOWwYKpsmaNNUJbgl5K9GxOsvS0dIpb29a9sHqT0Ja8kqufufTZsq8sRd6SO1wLR03EYnK9wsXF75dzrIbRhtmbiTR872bYttflTScq5kwWWlcZEYu648oZTKYVzZ1i7V2/c2iloa3oRUOxeu+XaFAUrTaWCFra3ScGAV1wFxpuMLzhW5ra4Yu/12zYoTl3qWLmRJhQK+ekmMbEU+JetLcdtjX1f7iLBfVirf9I+UAzPhh6fPkU/Ar++hg8vUZo57J54uo8uUFoZ6iIdiYzIkS1NEktjI274MlXNE94tLM/Yd786s8PQnfC5cgZytv7IjiHPf7BtgtnIJ4SF/ZdLZJd7cEXdT7W8mC5GSutS3utOgT8FmwLzjgGTj1aTFqjMsd7E75qk+YfT/dPz087Gs5ZouiKS7Xah1/SPPDC8Pp79XmKxlppP5ODh17UPPfa8KVIyypcFLMnwYJpMKmucEDFFCym450tspF3tQxPE1X8jtoKecf08XJgoqFCloGelKapXS7HdduESS8FZpOfepQIR7Yll+SGnZpbHh07c53ROlx2KnzmbZLCNeCD1Zs1j64Ss2dXvH9NlfFZrKvE84uUfmZzoi342P9q/njf0Fq+YsZ9fK0EvU5pUFRExWUvkRKGe3sTvLRBAsSg9xqMBkfPFPeWRFrm3WdDa5fmrhVy6Y5Wi9GXYM2ZLD/m0ggFZByGMd3bLu/NZ+QqEdEQvO0MaRfEnPzAC+Qroo8V0Zw3Bd5xlvL8j0VYvvGh0rSZZi4vPRkWTFP5y+zZdeJCV4zqmFhdIyFh4Fdtkr3fdz38tmQJmzdFNJS7WuW5/lxX3niCFGS0lJzFP92nB4ytMijeZyE/HDFD3GlqKmT9jAk/kRbt2Z42WL9DXHlKwTlLhE53e7Tz3ufEb7xUBP1w1Xmi1VQKUmlxD1y5cXS0c94UmD8VJtbJGvgsw9gI7dzRIkG1u9uG3lvmjCslyoN5k8W1MRyU93UnxQr02vaCu61hOmpicOkpIow0dWjufkbcDPvuaTPW+VPFFTYaUqOqf6GRtd3ZrLnzaVFC7E+NpgLsQXLEOGhPF1/0HW9wZh6mN4oL9KR6RSws86u1KGc64oYZlbiYUlBfJdnsFLIeiaTFz+9ySnILM3R/3nw462iotMUa++p2ze1P0q8l3MxBjn0Je/F6R4JiWZ/WKJbdgF/2UTwl1pk97RJTuWWPnMvB3rFkLrzxBLG+7csniTYxpzWdjgghlZ4mv3fUc6HxzbtF8TVcFN+T9VWweA5MaZAkIgGfWNoSKaFru1o125vl/GUGscrYlgTpn3JUqXygxlIWljeunC5aB2/zr96ouGMFKNx+z4KF8v6T96ddAJdoEBZM92hnrEA7nZwikVI0d4hr5as7NE2dwz9lAZ9Hr+qlfk5VVDJr+T3lRTorvMyeNs2W3bB2e+G7+0OoKFFcOLwEi391mOxE+7NarjERDofJt62CqXXI9tm/ZjlDyM5cDD+9zmJctbiMvbIZvnXj8ATDxhr43BXie94V1zRUK35zt+bzvy7NxDicuTSueQdCuzCWa2BMySWbyPEYvVGO9VAL+B7NnB4MUzWM/KxDwaXiQGOkc2XSro61y0+plr9S3n+w9sH+wmjHY3muW8NZs+HSo5FgnC/GGf6j2Jjs4jnWUrADjRwHOrhWEOF8jqKDBE+zBhjCx2oUODjjGz0M1zuYVb1U+C0RW0qlF8OlzaP5XqkoVbA4rFyhoMjsNUYwvnmlvGuwVIQDoW/e6VLTxfUHw3iazWNMc8Wf559jZO8x2RYUBUGmr0zZ6z16eJtYs++8DreNQdv3+nbtxYpxVeJHGvQrvvxHN+++YYpbDQQzv3vbJUXnuUtFk5tMw9RxojnoTjAkYcnPpSowFqrPemmQGKExJgQDnZPR7L/+YNZtsDzoxftxJGs9lmdoIBhfYoOR7Ou+/RyIXhSb3Qd7T9886AM917f2Qqk+4/2ddeizfsVrR+lzckjSTopo52A0jdLfY+bDGoRWGqVL3ybz49OFLDUDoe/+HC3Gkub2B4VCozkqNInLKo8lbPlJ6xw57eJTFjYWUSvA9R3P8ExyS79tuEW0pT/6acahIS+AlDomnw0uMDNQy9uqlvHVPfcMySdanj57sq+Wn858M08kN3D19g20OQ4+Bo4NmOyv5p3Vy/lG8z0Dtm2sUMoqbZx9McFXydU1J/L15n8Cg+8XC0XG1SyOVPO76ZfwcnoX79i2kaZcjoCiH7vK6PeLsez1u47mzFE4L0OhVD5QAVkNZ8XmcFp0LntzXfy87THhQxCRMKhs3lq5hHqrkl+0PUaPK+Ygs94AR4cmsyw8nQn+StI6x85sBy8lt/NaZi853HxNiawLVb4Ap0fnsiA4gYgVYE+2mxXxzTyf3O7ZPIYeYHHWK2sg2lz0rPnTLfrewcRhJ1i4Gtz9FOy7P961P4h3f6nWxvwd3nv2hwptf62h0WIfMwumjBMC6fcp1mwVv2nzTCmMl2HUepKwo0WsF1qLf6/xyy1VYXGgLBHFOJDnBPbvnjwQmi6tRxbEWYxS+1nqe0ptz3X7ZwZKxf446/9qtNMdwfwNS3Adg/15IGFoY4UV4sjwJCb6qpjgr2Kyr4a9ThfbM+04uPyj++U+31PYKHK4Yt3EQnlzq9HkBpnkYncVMMyq3se5RaHQ3lyeEV7IR2vO5qt77sGvfLiem4zTj0uMQmEB27JtvGf7H2jKddOVFd+nvrp+03eN5qzYAj5Zfw7faL6HgLJxvcug7zssFLgKp5/TbCHxENki60jxO06PzeMzDefyjeZ/4lO2aJad/sdhe+PYmurk/duup91J0J5NgYZ+PLl6fc/MrgbcftzYzHMyPo2FyrsgiVCkcQZZQ7vXCg78nlLpi+XtxBNDc/h07fkkdIZ7O19lfaaJfLy9sri8YhlHhidxffsz9JDOCxWVVohrak/hnTXLmeqvI+6m8CsfESvA0/FNXLPrejZlWtBakUUz3V/Hv487n4srjyagbJJuliorzNr0bn7d/iQ/b3s0L3QXQ3nz1HfvavSIaMvBxmEnWJRRxkAwl9nkceKH63hFYjbsLGg3hsvgh/wQCwkTYNviD5rOem2NZefLKKOMMl4nMOzsM8ktfGjnDeS0w7tqjuczDefyi9bH+H3H0yTdDO1O78CGYuFBQ79Mdn8KHZV/ZwnaYHSePT8lModtmTYAMrq3eND3PaYvLU4Pt3cNHjBU3PdTIrPZnm333jEwN+wM0H/lMbluH5er4necGpnDjmwHGsj2ecdA42hz4tzZvXrQcRR/v7/+FWv1e49D4PYj2A33HaOBaanbSbMz10GFJyh8as+t+c80MhdNuW5cb25cNCHl44O1p/A/jW/k6cQmvrDndnbnOrGVxZLQVCrtEEk32+t9/914Ee+uPp6ftT3KTZ3P0e2mmeqv4T/GXcjnG85nZ7aDO7tX9VoT+fvgAtfhhrJgUcbrDk5R+kZNoTLmcGDb4Oa8QPmpUnSmtkKxs0VSv+UbL6OMMsooo19ktcPenGQS2JXtIKBs9ua62Zxp6ff5EyOzuKrmeL6w5zZiVoh31xzPtEAdKTfDU4lN/L1rJd1uah9mWQMnRWZxTmwBU/w1ZLXL7lwnLyS38VRiEy1OT/7ZpeFpnBtbwJzAOE6KzsLG4vop78VC4VM2rU6cX7c9zrPJrXnG2UZxbd3pXFixiOZcDyHLz/09a7i+4xni7r56/mNDUzm3YgFzA42cEp1DwLK5Ycr7JGBc2bQ7CX7d9jgrPDewmBXk/bUnM95XyY9bH2JntkNchrz3X1N7CufEFvKxXX9hV64TgMWhKZxbsZC5gXGcEp1D2PLn32Ermy4nyW/an+DJxKb8OBSK99ecxGVVx9KU6yZs+Xk4/hp/aH+633k1cxuzgrytailLwlMJW342plu4vXslq1I7sVF5pjik/Hyo7lS0hh+1PsA5sYVcVHkUMSvI3lwXt3Wt5KnEpn3mSwMxFeTSqmNYHJ5CjR2lw0myNdPKE4mNrErtIK1HHgNiKUVI+bmvZy0XVR7FT9oeye9BhQS++7C8GZf+LI1M478a38Dj8Y1cs+tPbMm05ttbkdiMjYXjWdZcNOfGFnJmbB739qzhC3tvywvNLyS3sSvbyT+mf4SP1Z3Bnd29hVINLApO5I2VRzE9UIeFoinXzerULp5IbGBHtv2wYzXKgkUZrxuYw7enTbJm2LakdDx+gcRFxFOFQPP+NF4grlImB/+i6VIkEC8g3LZh5SbJqX6o5H4vo4wyyjiU4fOyFQWVDw0ElJ1nRvsystMDdby9ahk7Mu1cXHU0rtZ0uElm+uu5onoZx4an8vk9fyeps/nv2lh8pO50rqs/i043yZ5cF2EV4Dz/Qj5Rfxbnbf4RLcme/PONvgom+qsJWn78nmuS6vXfvveDi2Zvrott2TYafDEuqFhE3E1zU6ekfev7nUZfBZN81QQtH37Lzj9T/I5iBJSPM6LzmB1s4I/tT7OTjrx7jIvmxMhsLqs9kf/ce1tesBhn3qFkHOTbh6Ks/L2g0TQ53WzJtlJnR7mwYhEOLjd2PEd3P88DzAjU8d3xb+XEyEzWZ5pI6RwnRWZzWdVivtfyAH/seDrPZAeVjxMjs5nqr2GKv4YLKhaxJ9eFT1lcWLGIy6uW8PFdN3JHH0vJRH81P5xwOcdHZrAp00Ja51gUmsjVNSfwQnIb52z+waiSAWg0QeXjl22PcfykGXyo9lQ+s+ev+zxn3hFQPs6NLcTG4oaOZ9iSacWPzLGlFI52PUGtEE90UcUiKq0Qv2t/inYnkXfNc3B5LrmVJxObWBAcz7LwdJ5Nbsm/67LKY/nK+IsBcbPzKx+nROfw/+rP4Zqdf+IPHU8fdokdyoJFGa8bmMD2FzdIWswFU+V30bDiRx+DL/xas2pfZYl8t+gvVVFJPfquc2DWRKmwWRNTPPGy5tGVh9PxLqOMMso4uDD+5MYlRvf5ezGSbpZuN8W7ao7nr10v8rPWR+lx00z0V/E/jW/kbVVLeTy+gVu7XsSHTRaHJeGpfKT+DJ5KbOKLTXfS7iTwY1Nhhzg6NJmNmeZe73okvp4n4hsJWD4emPEJHO3ynh2/J6z8eX9+4+JS3M9bO1/gps7nWR6ZwTR/HSmdxRnAFP5YYgNPJzZjK8W9M64joHy8d8cfCChf3ne+2I1Go+l0k7Q7iV7uX3lXHjdFJteN48WAKODxxAaeTW5Ba7hn5seossK8f8cfJMZigHEA3NG1itu6VrI4PIUp/hpSbrZflzODb094C6dH5/CBHdfzdGITaZ1jir+Gr46/hM82nMfGTDNPJjbmn9+V6+C82ALSOssXm+7kwZ5XkViTeXx9/KV8rP5MnktuY3euMy84vat6OefEFnDd7pt5oGctaZ0jpPxM8ldTb8dKcqcqBTuzHdzV8zJvrlrMD1seZGeuo9fnRuQb76vk+MhMVqV28mJquzeHrlhm+nTFCHBzg+OJWkFWJDcDveN7bCyeSmxiaXgai0NTZN2Aqf5aPtFwFq25OB/Z9RdxtUIRtgIcHZrM6tQw87MfIigLFmW8rmAk+1/fpTliuhQaSmU0JyxQ/PYz8PJmeH695AOPp+Q74YAIE5PHSaXtmRNgQp18N57SRIJSgOZ//655bUfZWlFGGWWUsT+gAL+yaXZ6+Pc9f88LJS1ODz9pfZhLZyzm2PBUbu160au7AHW+KNVWmGeTW3g1vbfQWA7Wpffs8w6T9cd2VZ75S+vckK42hkmMu2nwgqkHgnkHFIJwkzpLUvf2yS/WRNtYXpv72hpsVN5VR76niLsZ4l64tatlpuI6M6RqW+fHkRGLzyCV/c6NLeSE8Ax+2/YUt3YVcrW3OD38+56/8ejMT3JN7Sm9BAsFRO0gf+tayY2dz+V/f2Pn81xYcSRvrVpCnR1ld64zbx+a6q8h4Wa4v3stO3Lt+e9sy7YNPphhImoF+EHzA1xWeSzX1J3Cf+29o9fnqui5qf5aXk3vZacXH+Og+UT9WVxZvZy9uS5q7Sjfb7mfWzpf8L4TpNtN0+2k9nlvFoc9uU6Cysc4X0X+9zEryHhfJQ/0vMpLqe29vmMEYji8rBVQFizKeJ3B9awWtz8Jk+o0//luCAcVybRmaqNiyjg49WgJwDbpDE3F7aAfwgGFbUMqo0mkNTUVio27NP/xaykuZ95RRhlllFHG2EJ5biaPxl9De7ENyssS1ZzrkUw9dggoMMhrU3t4IbmNT9afQ9QK8pv2J9iVFXeh/oKLi91dzL9BmPeBLCnynAgivnzeo0HGkX+H3cvxySrKCDRW14hxuSn1HYVxWOzrlNW7/2fE5mIri394rksmM5aDZnOmhZWpHcwNNjLOF6MpJ3EsQeVjW6aVF5PbAPBjo5QErjc7PYStAAHVu9T1/T3reEvVEv4w5T38pO0h/t75Ut5VbqBxDBca8CmLTdkW7u5+mbdVLeX7LQ+QKg7A9l7oUzYxK0hKZ0kUxdBYWGitafRVsiQ8jUn+alw0AXzYSpF00/m574u4m8FWFlE7kP/d7lwnD/e8xuVVS0i4aX7e9ijrPOG4v717uGAMM2OXUcahAWOd/vmdcOXXNC9tgFhY5XNxhwOKmpiirlJ+aioUFRFFwKfy8RXhgKInCV/5k8vFXygIFUNdKGWUUUYZZYwcGs1uTzBwitxJFOBoJ5++VGIjYEu2lS/svZ31mSY+UX8W902/jt9MfjfHR2b0y5iZ3/QVInTRz1D9G3oM5PtY/Lz513DZxcG+oxnZOwZ/SuZ4kq8an7LZme3If6d43rZl24lYASb5avLftLHodFJ0OUlAslDlU+waVy6l8u0B3Na1kv/eeydzgg38YMLlPDHrM/x7w/k0+irRjP29+4OWB6iyw3yg5mTJBtbnBa7WZLWDDwtfkUXnZ22PsnzjN/hx64M057ryVbyz5HC1CJ0D9dbvuahlvDy5NhbtToKvNd3Nvd1ruLrmBG6b9mFumXoNF1Ysyn/vcOQ5yhaLMl63cDU89CI8s9blyJlw9hLFUTMkbqKmAiJBIY7JtAR7N3doNu2G9TvgiZc1qzdLHYvi/PGHp/6gjDLKKOPwgIZe9Rp6ozebZejxs8ktXLTlfzktOpdrak/hgtgizo0t5PqOZ/hS0z+Iu+nDLgAWiqwpysoz4wf0/d47+xfQRDDpLxzdxSU3jOo6Lppftj3K7V0v8fbqZbyrejmfrD+bt1Qdy9eb/8ktnS/kLS2jgfn2K+ld3N+zlitrjuP3HU+R1g6g8krJlM7SlOum0g5RY0fodtOe+5m4uMXdTFGgvFgWMuSo8UX3scbgPdPgi5HRDm1O3OuLvGxTtoV37/gtS8JT+WDtKZwZnc8p0dnc3f0yX9h7Ozuy7WMy9gOJsmBRxuse8RQ8vQaefVXjt8G2dL6apQZMPJbrikUj5/QuXnU4XkhllFFGGf9KiLsZ7up+mXu71zA32MjXx1/Ch+tO47nEVm7uen6/0PDhs/oD3yaGceyvzZgVzBfDG1sMNAJ5T1NWAsbH+SpYn2nq9YQPizq7gpSbobUone9IdewOml25Tr7f8gA/a32UN1QeyffGv4VP15/LisTmfC2QsYAGftDyILdPv5b31pxEh5OUmB1v3B1OgrXpPZwQmcGsQAPbsu1ehItkOPP14+yzLdPG8rDD/OB49uS68pYWccGyWRCcQNxN5+exeC3TOseTiU08ndjMJH81n2+4gPfWnsi69F6+1XzPYecSVXaFKuNfBo4DqYwIGt1J6EpAd0L+3pMUq0U6WxAqxtK/s4wyyijjXxF96edIXIEGbm1f5HBZk97NF/feyfZsOydFZxJS/etQ024ur20fCfNWyjfSbiEofCDBIKsdEm6GKjtM1Armf5/DpdoKU2dHoSjmYJ93eIHnotkeTt8HF1WeTm4mox1Ojszu8z2otEMsC09jd66LrV6Q9cgcvfr2S5PQGW7ufJ7vtdzPBH8lx4QmA+xjGRkNXkpu5/H4Bt5ZvZywtz9Mz1udOA/E1zI3NInTY/OA3m55xXvFzOATiY20Owkuqzw2L3iYp2JWkPNjR9DmxHm457VenxXDRbM9287Xm+/mqcQmloenU2/HvLEfPigLFmWUMQDKAkUZZZRRxuiQrxHkuZoY95GBMHAsQW+hxDCZM/31zA00AsXZk2BRaBJVdoRd2c68L3wxXK3ZmG2mwg6yNDwNvH7ZA7CvfZnJ3nENA/VZsynbTMwKcnx4xj7vMFrtHjfNq+m9LAhN4sTITBmL59v/0fozmRdsFHeuftyhNLAp00zY8ue/W/o4evde9/nzb10vsSXTwjV1p7AgOCG/bjEryKcaziWps9zs1fIobmPwu1MXraFgeXgGlVYo32+ACivIMeEpJN1cPjB8pLey1K7q/d0cLj9oeZAGXwUXVh7ZO4gbeKJnI/d1reKDtafw4brTsFH5eiF+ZWMpq5cgd1PHc2zNtPKumuO5rGqxBK2jqLRCfHP8mwlZPm7tfJGEzuTnscGu4JjQFKRIn/JiNGB2oJFJ/hr25rr2ySR2OKDsClVGGWWUUUYZZYwZDNM8K9DAGyqOZJyvgiXhqfiUxZurjmFKoIZuJ8UtnS+yJr0r/z0LRVDZ/aZytZBMTiaY1lYWWe1wbsVCvj7+Ul5MbWNjupmEm2VaoJajQ5PZm+3ilq4XyHkVkotZyywOv217kjOmzOMPk9/D/fG1+LBI6Ry/bXuS1elCVek5gXGcHBWt/cLQBOrsGEeGJnFt3WnszXaRw+X2rpV0ub1TjTpoftv2FGdF5/O7KVdzX89aLBRZ7fC79id5KbUD23OveTT+Gk/G1/Mf4y7k7NhCtmZbWRyejNaSNrfON6tfFxyA37Y/xTmxhfx28lXc27NG3q01v29/ihdS2/JxANMDdZwenYdCMy84nnG+Cmyl+FDdqezKdOKiubN7NW1OHAXktMNHd93I76ZcxV3TP8JD8dfocVIsDk9hVqCB6ztW8KeOFb2qb/uVjV/1L9b4sED58oy1Ea++OeHNTPPX8kJyG7tzXdhKcWRoErP8DdzWtZIVyc2jijOwlUVQ+fJ9MnvhheQ2Hk2s5w2xRbTmevKfWyg2ZVv4cvPd/HDC5fzPuDdyTe2pbMw0E1VBpgfqCCofSV3IGNXppvifpjv53oS38pOJ7+BjdWfS4vQwN9hIlRXm/p51fKv5nvz7ARaGxvO3aR/i1fQe1qX30OWkaPRXsjg0BUsrbup6nm43ddhliCoLFmWUUcaYolCNtPBvPeIroYwyyhgJVNH/S8tlNJbvFiZwdqCBK6qXUmNHyegc27Pt1NkxzostpNIKsSa1u5dgkXQz7Mp29qoDYZDRDjuy7bQ7CYB8UbeHel7lp62PsCQ8laWRaThaUtP+su1xftX+OE05qSnd3/jv6VnDe3f8nvfXnsIJkZlYKJ5NbskzjBYWDg6nxebwtcZL2JPrwsaiy01SYYV4d/XxuGjq7BgrEpvpyqT2YYAfiK/jPTv+wAfrTmF5ZAY2iheT20h4GnIHF4Xi2eRWPrTzBj5adwbHhCYz0VfFK+nd/Nfe21kamcrUQG0+ILrvWB6Nr+c9O37PNbWncpz3jlWpHUXjEMZ0eXgG35rwZvZkO7GxiLtpwirAlVXLcdA0+ipYndpBmxPHwsJF81JqOxdt/gkfqz+Dk6KziSg/GzPNfL/1Af7a+SIKerkItTlx9ua6yOpCAL7pb4ebpCnbLpmYKOzK7zffz8VVRzMvMI7ZwQbiToYtmVa+33w/t3a92OvZkaDbTbEz20E2/15BSmf5ccuDLA1NY0+uM7+nXC8o/bH4ei7Z+n9cU3cKJ0VmM8VfS6eT4LHEeh6Pb+COrt4VxO/rWctbt/2cD9ScwnGR6Uzx1/Jauonbul7iN+1P5p8z87U2tYdvNd/LiZGZHBWajELR7sT5e9dKftX+OOvTTb2eP1ygtB6gdGTfBw9CRoIyyiijjDLKKKOMYhzIhBqvl+QdB3scB/v9ZYweJYoLZYtFGWWUMbaos6PU+2LktOv5U1t0uAlavAJXZZRRxv7HOLuCqBVAA21OfB83nQOFfZORFtAfPRjM7cMUf+v7abFjDZQWmDxQH/u2b/4+WFwIDK1VHuwdvZ8rjKT4uVLcYUY7DhdNzApSa0fxKYuUm2VXrjPfr4Lz0sCza57r+7mJJ1EDjKNv+2YMY4HB3gtmXw09pkLf+kanDP18Kc9SwvOHAw6KxWLgeo/7Yt+MEof3hJdRxusdX2l8E/8x/lLiuU4Uiogd5VetD/Op3bfQ6SbLmiuGDmAdKTSHn9m8jLHHydHZfGncxSwKTcBF84/ul/nq3rvYlG0Zla96Ga9vVNsRPt9wAW+pOpZqO8ymTAvfaPont3S9cLC7VsYhgEPaYjEWF5+RzMuXaBllHFqIu2mSuW6avWC4au3Q7abKzEwRNOSDHcsoYyxgBPYGO8Y3xl/KQi9vPsA7qpbR5aT4xO6byoJ9GfvABF9fW3caV9Ucj0YTdzNM9tfwg4mX80RiI7s9y0UZZQyFAy5YVFohFgQnELb8OFozmCFEI2XVc9olpx3iboZON0l7LkG26Fo+3CLmyyjj9QwLha0sL3uLwqes/aKdP5wxwVfFwuAEMjo3ZtZghSKjc6xO7ew3+LWMsYdxsTDM+sG9h6QXVXaYo0NTaHfi+LBwvHt0qr+Gcb4KmnLdB0y4sIpmpyxI90bx3LgHXe0i/VgcmkJY+el0UyJsaBe/slkcnsru7tVDtlJGGXAABQtjfj0iOJG/TH0/U4MN5NzsoAyHg0vCzZB0s8TdNLtznWzMNLM+3cSq1E7WpfewIdPsRfALyqSrjDLKONTxpsqj+b+p7yed68KXz9w+crhofMqmKdfFG7b8mOeS28qa6QOAwfyyDzwK6T777igN+JQ1YLrS/QWX0RdMe72i79wc3PMqb/Yp23P6NxERwlsFvPoNZZRRCg6gxUI2bkbn2JvrImj5SbvZXtq6vgRaofJSfdQOMt8ez6LQJMKWn7Sb48XUNu7qepnbu1exLr0HKFsvyiijjEMfSZ0lnm33tMe9U/MaWGrfsFetC9VfC/+Xp4LKR6sTJ6v7T0lZxtij1o6yKDSRsPLT46Z5JrmlV5rNg4FOJ8WeXBcxK0jaK64VsnzszXXnA3EPxN6IqABHeDUfUjrLytSOfKrYf3X4sJgXbGSKv5YsDhvSTWzNth1E4ULevCPbjtYmza5LQPnQwNr07oPSqzIOTxxwVyiFwqds/MrCUTaWUmgtOYP7qu3MJeri4mgpaKN0lh5XckUvCk7iuMYZXFR5FD9ufYhbO1/ARZeFizLKKOOQhqNdQBGxgsSsYF4j6KJxtcbBJelmJLOWp3zRWhO0fQSVV9NVqXyWnKSble86Lm6JAXZljBzmjrmg4gi+2PhG6uwYGzJNnL/5R7R6xcUO9CqY97U6Pfyo5QE+Xn8W9b4YjnZ5Ir6RGzqe6dX3/QXT/pHhSfxgwuUcEZxAi9PDu7f/lscTG/+l7+d8HIyvgi+Nv5hzoguI6wxfafoHP2l9JM/QH2i43jv/0P4UcwLjWB6ZQUDZ7Ml1cX3HCl5L7z3gfSrj8MVBTzdr9G1a6TxlNEY4S1mElY+gV20zo3Mk3SxpnUMBaZ0j4WQ4KiQErM6O8ou2x/KuUf+apKuMMso41LEisZlP7b4FG4uYHSRqBQgpPxErQFD5qLTDHBWaRJ0dI+dpwG1lsSEtrqBxnSblZknqLAk3Q9zNkNJZWnI97Mi1H+TRvf5hfOOXR6ZTZYVJuBlcfWiwy2md4//aHmVnroNZgQYy2uHBnnW8lNpxQJh6Mzfzgo3MCtTT7aZx/mVFid4wLuF1vijLwtPodtNoT5lwMGF4rmeTW/mPPX/npOgsYlaQjZlmbul8sbx2ZQwLB12wQGssZfH79qdZldrZy/RvK5W/bOvtGJP81RwdnszMQANpT8DwK5tuN0VA+fjCuAvZme3gju5VB3FAZZRRhkE5ZLt/rM80sb6tqd/PfFhM8dfwo4lvZ1Ksmi4nl/dzvrdnDT9seYA2J1Fm1Q4iHFxsFLMD4wgo35gG4Y8F0jrHzZ29U4QOlsd/LGE07nMD46i0wzR77n5lFIL75wTGMc5XSXOuG+sAx70MBKPkfT61jedT2w52d8o4jHHwBQtkM9/V/TIPx18b9Lk6O8aC0HhOiczm7dXLmO6vo8tN4lM2GZ2jwgpxXf1ZrEztYFu27V/a5FpGGWUcujCFA83fgXxmmBwurU7cs8yaQllCJ3vcNO1O0rPKql41gUzMRTn7zv6F0TovjUyn3ldBDueQZJxtCjE6LvqA3IVmbqb6a5kXHE/KzVLOCdcbMSvI8sgMb25UPrPYoQDtuZJbRXTnYLhmlXF449AQlZE0tBYKG6vXj8/7UShanR4ej2/g683/5HN7/srq9E4qrBCOdvEpmy43xfGRGZwVmw8c7NR/ZZRRRhn9w1zYDi4576eYXvmU3YvZMH+zlfLS+Eorxd+X9so0b3/DzP7S8DTG+SrIaueQslYYOOh+99b+hJmbmYF6FgTH592Wyyic4SorzPGRmb0UB4cS3KJ9UxYqyhgJDgmLBQgRHCo1ndHyubjc3f0KNXaEr42/hKDyo7VI2hntcHp0Lnd2raLZ6RmTWIuCVrA3GSguvX7gCHehJ/2RpOL0hweiSrloTc3f+u/LgdKUFeeU79sPKMzHwU4PWcp+2p9rN9D7D3Q/TA/62z/Fa/avpSDwZl/3poX5+dDF5/vA4lCgg4UzrvL/Lkbvvbu/zrrcKkeHJlNrR+hyUkXCXhkAs4INzAjU0+bEJYXpv9IRHhCybxr8FRwdmkSPm8GnrJKrGf+rYLAzbs63y4G/x4v7NRCvcyB4rkONB+wPh4xgUQqMls9kQrmzazXnxhZyedVSWp04NoqUznJ8ZCYNvgpPsFAjmlojxDi9tD2Dt2OqV441RtIXA8MMjHUBHttzM9NonBL6U3h+7GBSETv5ngzdj/3RH7uPqX8gtwOzb4ezn8aqj8ZtZnR7aPjEfKCnzVyUvn8OTraU1zvsPtdTf3vXuJSWvm/Hfq3MCSuc9NL3oY01agHVzJI5Q/V2jKn+WijqiWQ8FAHDh13SWZH9P/x+FburlIr95Q5lGC6zT0LKz/zAeGxl9Xqb7c2NX9leVrTBMRw3nP7mY7TjVah96oEMt82+TLIGjg5OJqj89FAoYml5Fi+/slAlNp8bwRlTyHkYLkbyruGimM8p5YwXPz8aFNd2EeVI7xU2q1cq7SmmVWOF0fOA6gDaLQ8zwcLARePDostN8VJyB2+pWpI//jntMD1QR4UVGnH7hkA6uISUn5Ojs5gfGM+UQC3VdhgfNjnt0ObG2ZFtZ01qD4/F1+cP31jGdhhhRfriY2l4GrMD45geqKPSDhFRQQKWTdLLENPhJNiZbWd7toO1qd3szHXk2xqpkFWMwtxIO8dHZrAoOJFpgTrqfDGC+HBx6XSS7Mp18lp6L0/EN9LuJnp9fzQwc2IsXGHl58jQJGYHREtWbUeI2UEC+EhpKa7Y4STZmm1lQ7qZ55Jb8v0fbX+MYDP4MwLznlMiszkqPJkp/hpqrEg+RqjdSbAr18H6TBMvJLfRnOvJf3+kPTQXm1mzmAqyNDKN2YEGJgdqqLGjRFTAs/blSOosrU6cPdlOtmXbWZvezY7syLMM9cf6WEUC+LLwNBaHpzLNX0etHSFo+Ui4GbrdNHuzXaxO7+KF5NZ8/vty3NTYwhnkoiyuJm2jODk6m6NCk5nsrxE6qCziToYuN8XObAer0jt4PrGNlFc7YSzWqnj/grjYHBmaxAx/PeP9lUStABErgKM1STdDXGdoynaxPdvBlmwrLyW39zqfwzlLwoDJuTEshenHseEpTPRXkXYLrj6OdmnKdQOSGn04YxzuLI2UaR6LOwD6KnV6WxYn+qs4JjyZhJvJM2UaaPXoWVrnRv3+vtgfQpNGkxuh0FfMyBUzoz4sTo/OIakzvQT6LicJQGo/zI2BWYcDISQMF8V8Tp0dZVlkOguC45ngq6LKDuNXNmk3R5sTZ0umlZWpHTyT3JI/26OhNYPNh2lXA9P8tZwQmcmc4Dga7AqidpCc69ClU3TkEqxL72FlagcbMs2j7lMxiucmqGyWhKczx+MBq4p4wJSbJaGzdDpJjwdsZ116D9uz7Zj9N1bnfygcloIFFAjxnlwn7Z651ZgUFVBlh7znhqddACFSk3zVfKD2ZI6PzKTRV0GNHaXCDhJQvvyGSbs5etw0bU6cvbkuHom/xi/bHqfViY/RpSobam5gHO+qOZ4l4ak0+iqpssJU2CECysan7LwWLadd0jpH3E3T7aTpdJPsyXbyUmo7/+hezerUrvw4R9IzM6aw8vO+2pM4O7aASf5qau0oFVaIkCX59TVSCDHupml3ErTkeng+tY1ftT7Oq5m9o+oDCDMUsfycHzuCU6NzWBCcQLUdodoOU2mFCVo+/GZetEsWl4zO0eWk6HKSNDndPJHYyPXtz7A12zritTLf+8b4S1kYnEDCzeBXNn/vXsmf2p9G9xnn+2pO4uLKo5nsr6bOF6PC6r2fUm6OhJumw03QkouzK9vBl5v+wWuZphERhAJR1Jwcmc1lVceyKDSRWjsiwpcVJKhkrsDzrdUOKZ3LM/ftTlzWL7mVR+LrWZHYPKy5kjkQocV8y0HztqqlXF59LFP9ddR5+yfo7R9Hu2RwSLgZ2pw4TbluHotv4DdtT7Az11G2XowhPl1/LmfE5tLhJKmwQtzY+Rw3djxH1hM5fNhcU3cyF1QsYqKvmjpf1Ku7Ifs2px0y2snTwV3ZTu7tWcPv25+iy02Naq3MntfefnlDxZHMCNRRY0flQrUC+LDFnQRRKuVwSbgZetw0XU6KdifOxkwzj8XXc2f3auJupuT3m37X2BHmBhqZHWxgTqCR6YFa5gfHU2tHyeUt6NDoq+Rv0/6NjDbB3AOfE1drKu0Qj8TX883me0qmQabVT9Wfw/LIjBKtIhBSPm7qfJ7rO54ZE8t6sVJnbnAcswPjmBNsZEagjjmBccwKNJDWufx9EFJ+vj/xclpzPXJXD/J+DfixaXF6+ODOP5XUnw/Xns5FlUfS4SRRQNQKclPn89zY+SyZERYsvKjiSD5SdwbtTgKFBF0/HH+NX7Q9RpebGnCFzdwoFHODDcwONDI32MBM/zhmBuuYHxxPRju9LCz/Vnca51UsIjDE3AD5+fzgzj+xN9dV0ljM/jo2PJXr6s8krAKYtPyDQ9HtJvnQzhtGPI+lwEFcC99VczzHhCbT4Kug1o4QsQKFO1JrUjpLl5uizRGl7j+71/CH9qdI6uyI9vXswDi+M+EyUm6WoOVjb66L7zXf7925spZHhybzb3WncmRwInW+GDV2hJAK4FcWLpqsdkh7isHWXJxXUru4vmMFjyU2jHpejBJudqCBd1Ufz9LItDwPWDkAD5jRwpf2uGk6nSR7sl2s9HjAlamdwP6v8n7YChZmWrrdFN1uinq7Iq8lctBU25Gip4ZGMeP2vpqTeH/tyUz111JhhcjoHDkckQjJ5BlGC4uQ5WeqXcuc4DgWhSZxXmwRP217mJs7nx/x4pnvKeC6+rN5e9VSpgVqCasAORxy2sXRLnFtdGkFc52NosIKUW1FmKHqsMJTODE6iyurl3N398t8u/neEceeuGjOjS3kk/XnMDc4jjpfjKzOkdOuHC4nm++3QuFXNhN8VUwP1LEwNJEzo/P4U8cKftjyICarzXCZ5VmBBt5WtYQzY/OZ6K+iwa4gaPnJagdHS7BZws0UzYtnJlcWNXaEel+MeaqRY0JTuCB2BL9qe5zfdzw9IuHCfOeUyGxOjM6m200SUD7a3QQ3tD+T1+Y1+ir57oS3cEJkJg12jCwOWe2IIEEWcwlZKIKWn4lWNTMDDbTl4lTaYWD4hMAQxTmBcXxu3HksC09nvK+KkOUno3MyV9olrtOYOs3GZG8pRcwKUmWFme6vxVYWJ0ZmsTwyg0u3/mxYc2TaTesc3W6Kcb5Kvtz4Rs6JLaDWjuKiyegcGZ0j5e0f49YQUDaTfTVM99dxVGgyp0Zn853m+7inZ01ZuBgjLA1P44LKY+jIdVNph+hyk9zV/TJtTpwFwfF8pfFNLI1Mo8aOkPWEiGQRHTRrFbYCTLdDzAo0sDg8hdOjc/lS0z9Ymdox4rXSaBYEJ/Clxos5KjSRRl8lAFlPgEi5WVyyaI9BMvs3oGwa7BjjfZX4lc1xkemcFZvPtXWn87Wmu7mnZ82A7zTnbIq/ho/UncGC4Hgq7RAVVoiYFaLCChKzQ+Q8ZkJrjfKKvIatAOfEFvTSRA+EnHap9MXygk7pTk3SwyWRqVxYsShP4waDiyZqBVidZypGx1aElI+P153Fsuh0aqwIFXaw1/woFEmdwS2aG1tZLA/PwF8S46wJKr+naS2N9h0Vnsz5lcfQletGKaiwIryc3oXdacEwrEfFmBmo57yqxXRlO6VNO0K3myaonhr0e1dVn8C5FQtp8MWo8Oakwpb5CSibhJvB8Qpfmv0zPzieY0JTSroPXTQxK8h1uwMlj8XskXG+Cs6LHUGFFcLFLWmvtjo9Xga7sRUszLoGlM2/N5zPRZVHMd1fR0D5vDPeP88Vs4LU2BHmBBo5NjSVN1Qs4rst9/FIfP2wd3aNHeGNFUcR1xmCykdzrpuHe9bzWqYJHzbvrT2RD9edwQRfJQElHhCOdunWqTzdsbCwlKLBjjHRV8XC0HhOiM7gho5n+WbzPSM6beY7Gs1H68/gyqrjmBaoIzJMHnC6v47FYYsTojO5ovo47u1Zw7ea7mGv071fhYvDWLAQWN5/xQdSwbCka8PgRlWALzVezOXVS4haQdI6R6ebxDBHPmUR8PzxjP9nTjui5SWLX1kcE57MVxvfxNzAOL7afPeIFk9Dvi/vrFmOT1mk3VzRZpa++Io8QI1vYE5LnxRO/sUWiiNCE3ksvmFUAe0frzuTf6s7lfG+KtI6R5eTzB94W1n48ef7Y6TnHC5pJ4eFYkagnk/Wn8P84Hg+tfsWut30sPoSUD4uq1zM5xrOJ4uLq10y2iHlZPPPWFh5a4WB6YuDi9KQ9Pq7KDSJ/xh3IVEryE/bHhm2cGGe7HJTdDhxutwUPmzq7ZinQYCp/hp+M/kqjglPwdGut58KPskmeM+Y8l3tkEFjaYvHEhvYme3w3jW8FdPAmysX85+NFzLJV42tLFJujoyzr6ldqjgX+uFoiXvI9tlDzyW2DqsPBj5l0e4kmOyv5jsT3sIFsUWkdZZuNyXaSWXjL8qCZNZLKlBrUh5jsiQ8jW9NeDPBvT5u71pVFi7GAD1umh4nToeTIOlmmBVoIKBsZgca+NmkKzk6NJmUzuU1wT5lE1C+/Ll1kAtOe4K9RuNTNmfE5tHgq+ATu27i+dS2EWkTT4zM5H8nXsG0QB2Odulx014LGgsrr6kz9Fv2rkvWs1IaX3WFotaOMtlfm2dWB4Jpa7yvkrdUHUu9HZOsSh79cLSmw0nkBapi5tDVLm2ey95QMDEG3W7KG9HwkHAzdDpJzyW09xkoTmRhmI60Z4UcCwSVj0uqjmZBcALFleId7ebHY2P1mhutNV06WdI4tdYELB/tTrzkPiXcNAknLtYFJRYhUTCNHCmdJZXrod2Jy1xqTY+bHvCOMGfinIoFXFixCJDz4Wq34KqHuHH3nZuEztBNqiRG39WalJUtKU6lL3LaoctNepb8fXkkK79zCsrNDifJWLOgpv2Jvmq+N/EtnB6dm3d3SnvWbaE3Fn6vV9q7mzJaFHMAIcvPidFZzA828tWmu/l9x9PD6kdOO7Q5cZI6m7c8zgrUA/Cx+jP4TMN5+JSVdzW3sbw+FeIoDJPvovOZvib5a/hI3elUW2H+fe/fhz0/GogoP/817iKurj0Rv7LIaMe7M0fGAy4MTWBFYvN+FyrgsBYsZGqMj62RHjXCKHU6BQZuMKbMbNioFeAb49/M26uW4qLz/qE+ZRG1AiTcDK+lm9iZ7SCHQ8QKMDswjmn+WhxcUm4OV2viOk21HeHf6k4lpXN8t+W+YY3KMLefqD+b99SemK82rlDYyiKsROO8Id3MjlwHKTcDSlFlhRnvr/QYA18vS4JPWaxL7+aenle8dwyfIftk/dl8rP5MIipAwk1DkaZSo9mYbmZLtpWUzhJUPqb4a5kTGIetLJIegU94WTAuqzyWrHb49O5bSepsSZvcxACsSu0kobNkdS7fB+PO41c+mnLdrE230O7ESbgZwpafKf4a5gXHA5B0s+I57a1VrS/Kh+pOCc0mtQABAABJREFU4+X0Lh4dgcbD9M2kR7aUYrK/BhRUqBC/mvRujglNIeWtYcQK4lcy/225BPFcmpgdosYOY2ORxSHhZolZQZ5JbGZ3rhOG2ScFvKvmeL7S+CYiKkBa5yQlpndp2MoioGwCyiarHdqdBHFHNDb1vhh+ZXsCs5sn4Bnt8Ou2J4Y5M4X+ZLXDZxrO4w0VR9LtpDyXugBBy8dr6b3synbQ7iYI4WeSv5qFoYm43rmyPaEnoTNM99fz0bozeS3VxLrMniHPdxmDw1Iqf1lqNPOD45nir+GzDeezODyFLkdcPmJWEEsp1iZ3s9fpostJEbGCTA/UMjfYSNrNkdEOtrJwtEtCOywOT+G6+rP49J5b2ZPrGtbZmuSr5icT38HUQI3QOO+s+71925TrZn2mmXYnTla7hC0/NXaEmYF6xvkqcLW4KGS1kxfa7+hayYZM/0UJ+8JWFkFli9XRE2yFWZY7JecxZsXMoaUUFSro7cnB4WiXSjtMWInWuXSLhbS8PdPOzlwHNZa4NYYsvwgRnnIg7Vkl8fpiaNNoUGA2pXCtcVOzlMJC1sXEXWR077lRShFRAS+QfqgRaoLKR9cw4iTN/Wgrlf/7aKtnWPk2rUKbSmjoQL0Q9zBhq4xFwKdsfKrAi2R0rpc1R0H+DivlfBiLhTWMTGSm3W4nxaZ0C5P9NVTZEUnz7wliGqHTZl8DKKWw90MqZbHkV/CzSe/glOhsUjpHys1SzFc42mVNejfNTjcJJ0O1HWFqoIaZgQZSbpaMd0fltEONHeXr4y/FwuK3HU+W3I/8vtEyl5VWkLnBRk6LzuEL4y4kox3iboaA8hGzAuzNdbMx1USLE0ejqbOjLApNosIKkdAZTIKvtJsloHy8s2Y5LyS3cXPXC4P0ojcMD/jRujP4QN0pZD0rcTEPmNU5NmRa2JFtJ5nnAUM0+qqYHawnoMSLI+fRQJ+yeC29l3/2vOy9Y/8q5Q5jwUIw2V9Dgx2jxcsK5cNib66bVqe0wFejMf1Q7WlcWX0cKTdbIJ6Wn02ZZv635SEejL9Kj5vOS6Y2QnAm+6t5b81JXF69RMyFHjMWUD4+XHcaLyS38VD81ZLGYjbU6dG5vLlqMdqThs2FuiXbyk9bHub+nnXEdYacdvLaE9OfsPIzO9jAKZE5nB6by5GhSdTYER6Nr+ehHulHXw3XULik8hg+Vn8mIeXP+w/7vIrnP2p+kFs7X6TVief7YwhyrR3hsqpjeX/tydTaUdJuDkdrXHJcUX0cLyV38Ov2J0piDM0zK5KbuaNrJW+vXkbazZHUGR6Jb+Se7jU8k9jMnlwXWZz8OlleX2vtCJdXLeUj9afntU8WirSbY6K/io/Unu4JFqNjVLUWbacCvjvhLSwOTyGls4SUn6ZcNz9te4Qn4ht4Nb0XF9HKA0TtIPOD4zkpMosLKo6gwgqyJr0bGH62sQsrjuQbjZeKlcLTxOBpV0PKx4vJbdzWtZKnEpvYkW2X4FQtWhC/spnir+Ho8BROjMzk1Ogcqu0ID3StYo9Tmj9vMWws2pwEH6o7jagVIO5KJhSfsvlV++P8peNZdmTbyXoaYbN36uwo7605iffWnoSrCwF63W6K5eHpvKNmGf+1944RGeh942tRwQDZrXuGPZ7XL4QhS+scv5z8LhrsCuKeIiClc3y/6W7u7F5NU64bRzs4Hg20lGKqv4aP1p3BJZWL83ULlKfcubjyaO7pWcOfOlaUfLZ8WHyi4WymBmpJupm8K6OjHW7reomftz7G5myr5NnXTp5e+zzmv94XZWl4OqdEZ3NGbB51dpSA8vGnjhVDWrJN/zZlWvjsnr8RUL680gpEEIu7Gc6Kzue8iiMIKDvPJLY5CX7a+rBnubQGHatGsieZQM9SLaXmqW+33MuPWx/K0/2Q8lPri1JlB5nqr+P9tSczJzCO3Ai02kO9O6EzfKX5LiqtMMW3q1KKlJtlQXACb6taSpUdlvtLSRr4X7U9zpr0biKWP0/3BnqPraw8rThc1AZmvX/W9hh3dr9Mr7lBkcOh2o5wdfUJTPLX5OdGo7mjezX3dL9MzA7l6d3A7xGexQTDlwKzv55PbuPt23+FDwtLWfixqbRD1PuihFWAS6sWc0HFEQSVb9A1Gg3MWfru+LdwcnQ2CTebpxm2suh0kny56S7u7VlDmxPPW0KNN8IUfw1X15zI5dWStMfRYpHzK5svj7+YZqebO7tXD/suV0BSZzk1Oodjw1PzirWoFeTJxEZ+3PIgq1M7SbomAk2ss35szq1YwGcbzqfRV+lZC0T5EFQ+Pt1wLn/terGkO9zwgCdHZvPW6qWAWFUMD7gt28ZPWx/hvu619Oh0vzxgSPmYHWjg5KjwgEeFJlNjR3g6sZn7u9cBw+cBh4vDUrBQiImx0gqxIDg+P7EakfyfSW7Jm6RL2VbLwtP5TMO5eaECIKhsbu58nv/ae3s+00d/aHPifHL3zdzfs5bvTngL1XYER4s5KmaF+MaESzlz0/fzRHLwcYkYdEZsHnOC4+h0knkmflVqJ/+283rWl6Bx25nr4Mn4Jr7Xcj+T/TVcXr2ETZlmutzUsN19Gn2VfLnxYkLKT067GPPkqtQOPrTrBjalmwc8MO1Ogm8138v93ev4zoTLWBye4pnjFRk3x/80XsRTyU284gWVDwbjz93uJLir+2WOCU/ll22Pcnf3KzTnekQLNMi42pw432y+h4fjr/LHKe8VK5dHOLWGeaFGloWn8Wxy66jNhD5l8Z/j3sCFFYvE/QrFD1oe4P/aHqXLTeatAMVodnrYkmnlge51fKf5PmYH69maEbeNUgiS6fOMQD3fmXAZtrLIFWmQI1aA19JNfLXpLh7sWUdK5wbUWOzMdfBMcgt/aH+KiBXg9NhctmTaRjQXSkkwdp0dFb9iFLtyHXxs1408ldg0IOFvdxL8597beSqxiZ9NujI/RpBL8oTILBYEx7M2PTyrRfScJYSOmo2Op+j44z1UXXkO7b+4Y/9Hsx0GMGs10Vedv8xWpXbyoZ03sCnTPOD5ancSXLvrz7yQ3M6XGi8mrbN5rb2lFOdVLOT+nrUlWy0q7BCXVR6br0xsKYu0m+WnrY/wzZZ7hhxHi9PDq+m93NL5AiHl56ToLM6OzeeJ+MYhv2v61pTr5oaOZ/b53MYih0uFFeLs2AKUJ3hYQNxN8ZeO52hxerBK2pOF2Rju1ou7GeL0dm3anG0BxG/8DRVHMj/QSMGpZOyQ0Q5/7Xxxn9+buTk5MouLK4+mmgjG+zunc9zTvYbHExvwHWYujMOdwft71u7zOxOEO95XyZsqjmayv7bQsobnk1u4sfP5vLW41H4NFzncfIa9ol9iMt9ODdRxTmwBIU/gGWtbhVGSfbr+HM6IzSNTlAXLVhaPxzdw3a6b2JnrGJDetDg9vLj7Ru7qXs1Xxr+JGYF60m6WrHYIKT//1XgRGzMtrE3vHha/Y+hf2PITsQKe4sLlq0138aPWhwZdlz91PMNj8Y38fsrVLAxO8IQLuasm+Ku5rOpYbup8fug+eDTh1Ngc5gUb6XCSeeXoK6ldfGjnDazNDK0Q25Xr5KnEZn7Q8gAT/dVcXrWEHdl2OtzkmCQWGgqHZVUfy+v22bEFnF2x0Ms+IundolaAf3a/zK4hfNPNgamywny+4fz8RaA9M+Nd3a9w3a6b8kJFfwbQQjyB5s7u1Xyt+W7REHsmSgeXSb5qrq45vtfzA8GklJ3mr837+7meAPX9lvvzQsVAfSn+fRaHhM7wWmYvX2u6m790PAcMP7fyFxouoMFXkffn9CubzZk23r39d6xPN+GgB+0PwAupbXyx6U42Zlo8k72MK2IFeG/NiQS8rERDwfT99q6VnLrx2/yy7XG2Z9tJ6Wz+s8H64uDyZGITX9x7J8XFdxxcKqwwy8LTvd+NnJwqJYf2PTUn4lM2aZ3jut038ZXmu2h1evJChernB2TdOt0kzye30+KUrpHSSKaQj9edSaOvkqx2sJSFq12iVpAn4ht51/bfcEf3KuI6k7/YB+qHi86nnr2180WeT44svsK4QRjtXHOuh2t33cCTiY35s9l3zYz2ysHlH92r+VbzPVTaobwFKqWzzA40cGx4GlDIG14Kgotm0v7LO8Fnox0XKxwc0bhejzBrJXtHsT7dzHt2/I4NmaZ8Bpn+z5ZopH/X/hS/63hSlCveWsXdDEtD05gVaPCeH3qtFgYneEHAYLLQbcg0893W+4reuS+K97BGfOQ73AT/6F7Np3ffmo9vKnk++vkxdKY/ba6ha1CoGzT4z+ic+PY9u2PvsjIQBp2b/G/6fqfw+dBzc+jI+cOd1f7GYZRDju5/zc1+crW73+emP3rf21N//0DuWs38QCNvrlqcd3dSiAJiZXIHH9j5R7bn2vulN33/fU/PGj6/++/szHZ4cV+SNGBhcALvqF5GWPnz7ZQCQ/8cLbFartb8tO0Rvtdyf16oGKxPW7OtfHb3X+lwEl7mM1lXn7I4P7Yo//xgkJSyPmb46/Lprl1cKu0QP2x9KC9UDEUDocADbsg08Y3mf3J9xwrgwBRzPmQEC1X0ZymTvyQ8lU/Un03MCuQPY0D52JBp5sGeV/NMyEAwU3t8ZAanxubk80dHrQCr0zv5Xst9RW4k/R/m4n8r4PftT7M6tTM/Bldr8bOrPn5I31LT0xo7QoUdyhMihSKuM2zKiDbKCBz99WUggjPSHN+zAw1cULkof1H7lEW3m+KrTf9gV66jFykaqD8gmqxH4uu5r2eNuA1440q6Wa6oWsZEX/Ww+uV4TG9/IxqqLwA3djzHrmw7yvMddbRLhRXkyNAkYAwuaC1z5WiX/22RDGED9XMsL9FZgXqurD4u7z4iloogK1Pb+eyev7LeS6G3v/vRF8bvu8IK8a3me3kmsQVgwP1jmC6jWbmjexXbM235AltZ7TDeX5UPshsOlNborBfs7y+kqC5DYCp++/Hx+b1/Y4enoIHBzpa4RSV0hn90vUxLridfKC6rc8wI1jPRXw2UxqRN8FcVKQpkD+zJdZLTrudi1P8+HWwPj1Xu/mKFxEg+H0vse24P7l4u3OGDj/7AiT+HDvL7YoDBF/bN/p+d/uj9gdg5RiH87poT8nESxeP95O6bafNS+xb3k37+rRBe6L74Wn7b/mTeZdHCostJclX1CSwMTvCeLX1OtTbK5RCPxTfwvZb7e7UxWJ8sFCuSm3k+uTUv0GjEtfPo8OQh3216WW1LKllR/omLasLNsNnjAU0K51L5HxAecH8Ubx4Ih4xgYTTigzE3FhI0dkXVMn4z+d3MDzaSciWIFyBiBfhBywO8nBbXmqGY6YgKcGX1cq/IkbC7GngqsYmXvDSJw2XIb2h/lrTOFQXKaertGKdH5wJDE1Uv1wgUbcyQ8hGyDpzXmunjO6uP7yX1K2B9ponbu1dRSoCigdHR3Nm1mq3ZNoKWL//doOXjrNj8A3rZZHF4NL6hSGjU+JVNrS8y6rbz7lXA+sxevt1y76jbLAU+LC6vXuoJS7I2fmXT7sT5Y/sK1qR3lxQ4OdZQnkk9Yvl5KP4aD3vxRlYJ+8fsm9ZcnIfir+X3onyoGe+ryls2SkXi6bXUXnsp/qnjqL3mjSQeXWleVgYyDUHl5/bulcOyUpl12ZRp5tnkVsJecC/I1TjFXwOU5tZXrBAyAmbUCuT7d3AxeA8Ofv8OHkq/D/4VUdqoX69zYzwD6u0YyyLTCBXRcr+yub5jBWvToo0vZQ6Kn7m9ayWPxF+jwgphKtnX+aKcFZuPX9nDcoUS+udjR66dmzufJ6sdj5Efug3zzD3da0jrbJ4H1IjCepKvuqSeqDy3RREP6Cd8AHnA0eIQ6ammwg5RZYXzEwmy4SJWgFo7wuzAOI4NT+W8ioVMD9SRdnN5txJLKSKWnx+2PMCfO54FSnOZrrYjnFOxIB/QF1Q+dmTb80HOwzFUmycfja8nqx2CyoeYsTQhy8dxkek8EF83YM/Mb9qcHrqcJD7ElKaQnOcXVxzNmtSefFXbUsY3WpxXsZCA8nnZXiSw886u1X16PDTMwX42uZXmXDdzg+NIks1r1Y+PzOAPHU/3G3uwP+CiWef55oOMxFYWsVFUay+GsYT8coRZlEaCkOXnDRVHetmfCi4kK1Kb+XOnnImD4ddsrBURFeSBnrVsz0qsRinE3jzR46Z5Nb03X8gPT4sdsfxErQA9w0hbnHz6FTLrt+EbX0duVwtOe+nuZgcTB0rw1kiqz9u6Vg6rmJyZ/eZcD1szrZ4GURy3XS0xCX7skipS78y254ULE/Q61V/H8vAMViQ3e79//TJhZRxaMPdwGSOHiYM7PTqXSf4aMl5aVpOe+pbOF4ZtVTReKZsyLTyb3Mo5sQV5q0XczXBBxSL+0vks27Lt+XcNBmOtCCofWzOtPNizLv+eUmCeejm9i6x2CSlDpaSf1XaEnbmOIb/f7sTpcpKeIlDnaeBFFUexMrmThC7UvjlUaeBBFyyM//X/TXrHABpV2Q7F+bLTbs5jBkW/n8PlBy0P8q3me0noTMkTvjQyjZDykdDZvNa6KdfNC8lt0jeG578NsCPXTo+TJmZ8hLVk/yj47w/cNxvJwLI509qrVH2Pm+bDdaezN9fFDR3P0ukW8oEb68ZYbjANXoXmaK/3ZLXDY/H1+X8PZ2ZsZZHROVpycYq9Txw0yyMz8XmpVscC/fer92+7+vhbiztHwYIxWuS0w51dK0fdTqmY6q9lVqDBS5Ms893jplmR2EzCzRzUmg/G9/XF5HY5twwvy5WDS1s+IJa84BSy/IQ9wWI4cFq7cVoldso3oY7c7tZhff9g4EBdIApFl5PMWytKpaXmmYTO0OkmPW2drJZJjxmwbLKuM2Sbq1O76HZT+XoZKTfHtEAtXx3/Jq7bdRNr07t77Z9D+YIt4/BHWagYPQyfsiQylUZfBSnXyx6nLLZkWlmTKsQODOcsm7VZmdzO1mwbtXaErFd9ekl4Ko12pSdYlNau8u6mDZlm2t0EPi8hwXDQmuvB9WJH8N5rKUWVPbTi0sYirR02Zlq8eC3hcbudNNfUnsKeXBd/bH+ajv3MA44WB90VygTMpFwpQx5301LsJv+TIelmSbs5cl5ubEtJddWcdlmfbuK6XTfx33vvID4MzaUPiyWhKeSKuFxbWbQ4PezJSVpNh6LCZSX+AOxxOgvj89qd4K8aei6879/fs5Z16T1ErYBI5V66vm9MeDPXT30v58UWUmdH81K4YbbGwj/TtHBsaCqBoiqpJhXlS6kdAMOeF2ON2Ot0ktW5ghuS1kzwV+IrMYC7/z6rPu4T/f30/s9ouYsxljkwXkvvpdMrFnUgcGx4aj4QTgN+bJqcbp5KbAIOHtnRSOzTpkxLPhvJSHqScDOeJajgamZqGpQCFfChIsHCT8iPXVdFxcUneg+MoFOvM8icWqxL7/Fyyo8MqaJiU6bdgOXDR2lrFXcz/LnzGcKWP0//Um6OY8JTuHPGh/n3cRcwJzCOsPLn24fhKzvKKKOMAwNz/0zz1xFWgXwAvw+Llantef5guHeDeX5LtpWd2Q78XqyFRlKazwtJ/apSrQ62khiNDemmXv0eDuJuuogrE5jyBUPBvO+h+DpeTu0iagUkEYbnMfKV8W/ihqnv54KKI/KFeIuTQBwqFPCgWywMRHrtZ1K8GSsutJPTLuszTfyt6yV+2/Yk7W4iH+hZ6jawlcXc0HikiI3AbO4GO9YrE9JwBpHTLkrva3YzwYyD9dCY9p5IbOS2rpV8sv5sfMrK17LocdIsC0/nlmnX8ExiC9d3PMNDPa/S7HR7Wltpe3TpxIR5mxscJznaMbEeUnRpur9OMjsNM+jV9qovR1VQNABKYUwXSiuq7HC+amupvYRCJq98zIbyEVI+ryiRVKa0PMuWpK4U9mOqv3a/sdoKWJfeu59a3xcWirmBxqK0y5KJotNJ8qrXj4MnWGj8ypJUd6MQLPr9TmkqKNBQ8cYTwbbROUdoiSsZoXx1lb0f/BeHrWw2ZprzySzGZkaGJ7I7uPyk9REuqDiSaf5aEl4ygoybw4/khf9g7Sn8tfNFbul8gVfTeyTffV4JIv8/tHR4ZZTxrwljYW7wxbzaJk6eHtjK4rV004jdoM0Z35XtpNkpJI0QF3KH2YEGQsqfdyEfvC2xpve4abZkWvO/GzaGCNAfDIYHXJHYwl+7XuJzDeflC9kaHnBJeCo3T/0gzya2cn3HMzwYf5XmXHe+KjeMlgccPQ66YFFctbTfiVeFOAOQCUvqHD9oeYBbu16UaqgjmEQbi6m+msJCeBWiz44tYOeCb454URTQ5aTE190bm8maUm2H6XAGT3lo3vvDlgeps6NcWX0cYcvvBalLwbxOJ8mi0ER+OPFymnM93NG9ijs6V7I2vYc9uc78BTuSzWXYqyn+Wmxl54v1ONplgq+KV+d9qdeFXXB4GPoQGrcuow0tnp8aO8yObHtJfSyMSxNQNuPsCup9FcwI1LEgOIFpgVpq7AhVdphqK0LYChBSNkHlJ2j5CCo/iiIt+JhnBipUfj8QsFBM8lf3Whfby+C1M9dx0ImMhQg5qXzO8gPZF9mZ/imNJJ9Zi9uTBNsG10VFQvgnm8xSZSbU+AK35xIl59LfX9iZ7eBjO//Cjye+nSmB2nwFWYWix0lhY3FVzfFcXXMCLyS3cVPn8zwe38D2bLuXVtYIM2UBo4zRoRxjMVoIDa63Y0StYJEbo9Cb7dk2ciN0gzYttTo9kubVi0swLvIT/dUElY+UzpbEoyilyOgcHcNMTd1fn0YKc1f/tOVhGuwY7645Ps8DmqLJHU6ShaEJfH/iW2nNxYUH7FrJmvQedmc7e7nSH4y7/6ALFkaoeDj+Glszbb2EC1e7hK0AJ0dnMcUvl0tGOzT6Knl3zQk8mdjE7lxnSRlm+kIpRb0vVtDyetaQtJtlt5sesUnJSL2murNG53NUS0B3CX0Dut0Un9p9K9uybby9ahmzAw0oJSlaQaTxTidJSPm4qvp43l9zEs8ktvDXrhd5qOdVNmSa81L6SDZXnR3zaoN4ffKKx+zJdY5ibnReEIRCsJSpQjsUDGEwgcmLw1M4NTqH8yqOYEloKgHLR8rN4uB6Fb4lF3Xx2HPaJafFDcpS1n5LN9p1AN2gFIp6X7TXCivIJyVQJZHU/QfL27cHKji/F7z17bnvWdKvbOnbMezqqPfcge3WoQjDQMV1+qAKogaPJTZw5fbf8N+NF7EkPIUGu4KkznoChs4Hlx8Rmsj3ozNpznVzV/cr/L3rJVYmd7A714lhXg6F8ZRxeKIsVIwO5vaptMIEiyrZC72RVKqjOZ2mrYybK/J6kTNfa0eKkn6U0pYIJAmPthwsqqGAHp3ms3v+yrZsG1dWH8fswDhspUj04QEDyuad1ct5b82JPJfcyl87X+TB+DrWp0fHA44GB12wANFo/qz1UR6Ov9bv51fVnMCPJryNtM5iY9HhJDg5Oot3Vi8fcTpPBYRVYJ+d41M2QQqpEkcLjQgU4gteGokyb3Zx+X7LA9zXs5Zrak9heWSGbC4UCZ0lp11cJF5AIxfscZHp7M518of2FdzW9RKrUjtx0cMOmI1YfkxKWYURAC2i+MZcA+gvYW6KWeNFoYlcXXMC76g6jho7SpebpMNN4jo673fvVza28uddoIykn8PB0W7BbWK/WCwKhbIOBJTy9nLRujha54njwb4YFZDW2YOqBe8rVKhQAJ3K0HP3ioPToUMUpr5MfwXgDjQsFK+kd3H5tl/w3poTubRyMQtDE7zgz2zeApbTDi25ODY2b69aypXVx/FQz6v8vv1pHouvp8kpFDk9+KMqo4x/TQQtHz5l9fZ4UNAzrOxz+8LEmqa1KRsg0F7iHKs/F/t+IQKPo90i16mDF5to/vxx60M80LOWD9aeygmRmcwOjsPn1Q0yPGDcTdMDLAhO4Gvjp7E318Uf21fwt66XWJXaMSIecDQ4JAQL0FRaIU+XXdgEFoosDnd2reLNlcdwWnRuUdCt4vKqJTwWX8/Tyc0jynpjCm5BwS2nW6fpcdPDzgY1EFwkfdneXPewYzbE+mHxcmoXH911I8vC03lr1bEcG57K/OB4au0ISTebN/NldY42J0dUBflsw7lcUb2Un7Y+zJ87nqPFy6oznCCmolhZL8A+Q6ebGlNG1QThZvJuMgM/B3BubAFfGf8mjg5NpjnXQ7PTjUIRsQJElJ9WJ87WbAftTpJuJ0VKy/ykdY6Um83P14LgeM6Izc+7eo01DjQzX0w8jU/rSAPixhK6z58HDd5ethuqCB0zByvox02kSa3cgNPadbB7d0hBwyHBhUt8l3TkN+1P8ufO57iiahlnx+ZzRGgi0/y1WMoi7qa9c1xQspwUncWZsfnc3vUSP2t9jEcT6w/2cMo4zFDeL2MLRf/34mjv4EL2pX1juZQ6VMKZRwbj5bEmvYfrdt/EseGpXF61hCXhacwPNlJrR/vlAUPKz6cazuGK6mX8pPVh/tzxLE1O9wGzXBwigoXKZ2DqpXVFpNFWJ87/tj7M8ZGZ3tOKhJvmiNAE3llzPC+ldpTsQ1eMnHZ6mcmUUjzRs5HftD9BpRUaM+lO4kKydDnDd49xvOByheLZ5BaeTW5hZqCBCyoWcnxkJkcEJzInOA5Hu16qUXEtanPi1NpRvtp4CSdEZvGFvbexKdNSstSa1c4+ivxNmRa+0XwPfjW2hdYsFFszbQN+btb1pMgsfjTx7TT6KtiT68KHTUBZXtahZp5LbOWl1A7WpfewNdPG3lwniQGCtt5etZSzYgsOUgLWsYWGXm5GkhHDIqqkqNjhTFjHDN6GrbzkFNxUhtzuVvxTx+GfOo6O3/0TLAVumZU41GC0mzaKpJvhN+1P8Jv2JzgvdgRnxuZydHgKi4ITqbOj9LhpMl7GuZSbJUGGiyqP4rjwDL7W/E9+037g6sqUcfjDp+yycDGGyGhHktv0sipA1A6Mql1zhweVrxfTrJCED4eC9XU0MDygheKF5DZeSG5jur+OCyoWcUJ0BkcEJzG3Dw8I0ObEqbLDfHn8xZwUmcV/7L2N9ZmmA2K5OEQEi8EgE/BkfCPXdzzDNbWn0ub0eC5RSS6pPJrH4+v5S+dzUnCtxAnTWtPlpqj3xcTXX4sbzc5cB494tRoOFYi4Jdo7KQjTzE9aH+HnbY9xenQep0bmsDw6g2NDUwgqH12uBDfmtEunTnJx5VH4lc21u/5Mc647bzocDN1OOp8RCgrC0b09a/b7eIth+jreV8lnG85nor+aDieB38v25GjN7d2r+Hnbo/nUqr2/L652xTmlFRCzggdwFPsZGrrzcUGFzDhBr1Ln4U1WxxZWJEj7L+/M/7v2I5fKX8pCxSENJy9gWLi43NPzCvf0vMKMQB1nRRdwQmQGx0dnMtVfS9LNktE5bCy6nBQxO8g3x19Kj5vips7nD/JIyjgcYFyly4H/o4eZQRH8nd4u1mgio7yLzRr5lV0UMymxu11uath1KA5FaIQGGh5wS7aV/2t7hF+0PcppsXmcFpnD8sgMjg1PJaR8dBfzgE6SCyoXEbB8XLPzevbmukriAUeDQ16w0AhTG9cZrm9fwXmxhdT7Ynk/+Wo7zLtrTuCpxCa2ZttKNvW4aHZnO2nwVaA9a0lA+Wi0Jf1kQPnG3Cd8tCYoU67eMMs57XJ/z1ru71nL/OB4zorN58KKRZwYmUVa53C1mxfAzozN599qTuHLzXeV9K7dOckskE/zC4z3ydyYipBjiYHmxrznxMgszqtYyJ5cJwF8uLj4lY/bOl/kE7tvIqGlCJz5jklBKwdyX8Ki1EEv4TJmcNE05bp6WSYcz780qHz8f/beO06O47zz/lZ3T57NEWGRcyIAgjkHJSoHW5It2dJZloPsc7qzz1GWLcvhbDnonE66V5ZlWZKVMyVRJMWcSZAgSCIQOW/endih3j+erpnZxYaZ3QWwAOf3+Sx2MaG7uuqpp578FKYJMzuXmG/eEl3wSN9xNf7AME5nCyriEL98DbrgUth14EIPr45pUFntRAEHin18qvgA/z74MLel13N7eh1vbNhCu5MmH0g/DV9rtAr448438kj2AIfdyb2jddQB4q1IzKCseh0TQeaw1xslMy7MXKPpchpm3MC1nBgep6EUZaJKcuMpb7gUZn0prOR4GdAn4O7RF7l79EXWRLu4Pb2O1zVu4rrkSoraL8mAQ36OG1Kr+VDrTfzR6W+d83FeFNKVETqfzB/mk/33k7KkF4KjTCL3Kt7ZvGPMZ6eDT8DL7pkxRG4pRZsjVWJc7dXcBK6a5nlzgUph2UJhI02t/rHvXj50/PP8Xe+PyAXFUty9RhrR3Jxey4bYAkw5tsmuDXCgeCasvlJ+rcFK0GIl8QnOy9yYETZbCV6VXj+mg3TCivJC/iSf6LuHrC4SVbZUgwrHNtVsK6DJinNpsBqheam7bbKPhD4a7QSrY52l1y4E5tsMF18+jt2Sxm5vwkolKLx0mNjqxTgL2+QD800TqmNCBBUHrINFUft8b2QX/+PEV/jV41/gsdxByRMLFZBAa7ojjbyjaXt9iV8hmInxy9BGSkXpdNJ4jA3dqaN2GO/ECW+I4SAXJnADodK/MtpZdaPTsyFrs8BposNJj+mR4SibQ27/rJp9zldMJAPuKZ7in/p/zIeOfZ6P995FNiiMyb10sLgpvYbN8UVTyoBzgYtCsQBKk/D14Z08lNkvORA6wMIiHxR5f8u1XJtcCUg87nTwdMBz+eNYqlyq1tMBrXaKtdGu0maY75ADNigR18FiHx85/W3+rvdHOEjnbBtFJiiwNtbF5YmlwFTNWmQ2dhVOUKyosiBJ1hbbEj3n4akM5N6NdoItiUWl8Yj7NMqD2X3sKhzDRpVKq1YDC0W30zjvhN6ZQqPZVTg+hmEbWt4SWxy+cmGoeb7todxTeyjuO0YwmME9fAp/YJShr9xH9sc75QOXClG8QqChFOogHkvN90d388vH/pPd+RMSHoHQYT5weVPjlqo7gNdx8WC8cUoDUWXPQHiSzzfbSXqc1gtTIvsShIkmOFwcKOVBKcDD57L4IqwZRhCY1e2JttAdaSr1utFobCUGV2OAuFQxXgY87Pbz0dPf5W967ypFl1ihDLgq2smViWXAuZUJLhrFwnQkPOj28emBhypq9ENBeyyJtPL+lmtpshKlWLTprvdAZh8RbEyt86L2WBxp5vrUKkBcTRcLDHE54Zg/O/Aoj+cOElOR0H0W0O6kWRCRcKap1Qp4MLOPQuCVGLOpbnVHw6bw++d+q5o7xJRDh9NQOjwU0t7+uDc0o7H4aHYkl11Ste2fzR0lH7iYyhuu9ul00twQ0vKFUizm2ww3vOEaVCImWYOONMrD9dCFS8+q9UqDH+7oqLJ5udjL5wcfYyTIl7rxAqyMdoz5/4yhJqbtS1mAmY8w51Neu2OUiECLx7ayE3M1MJ9rtVNsiC8oCcF1zA7mrH0md4RT3kipAIyvNeti3fREWmZ0XXOubYwvZFmkrRT25CibQ8U+jhQHxnzuUoaRAY0S9x8Dj/Jo9kAoAwp/bHNSLIw0AeeWV108kjNlRv7dkV18c3gnbXaqNJEDfpa3NW3ltQ0bxn16crxc7GVX/nhJW3a1T7uT5ubUmvAK800smh7GelfA5bHcQWKWU8o1cLCqatKnkKSnp3NHQlewhBI4yuaW9FoaznPis6UUcRUtxbtaSK393Ayb2KyOdrIm1nlJxc/2+Rkezx2sCH8TO+32xBIuiy8uWTRe6dBaozT4IzmCoQzBaFiprT41lwyMlfmp/GEG/GyFJw/iKjInikUh8MaUD9dAFOcVIcBMBzdsZFs5Ew7OmPLuc4WSYhG4FUnB0uRsSaSVpFVbxSFz5q+NddETbZlzj0WgNYXAKxcTCftDOTMOBbo4YOb1R5kXOeENEbfKvcJsZXFHw6aazycT8ttkJdgW7yEaVoXSSAPde0Zf4kzYw+ZilOVmChMi5WqPR3MHQhlQV8iA0zcjni0uMsVCavoOBTm+MPQ4B90+osopkYxC8Sttt7As0oZJ3pkKmaDAZwYfpsGKlWqm5wOXa1Mr+anmKwjQNXVtHA+Fqiosa+x3TOfu2cEKlQizoRQKV/ulzt1TwXzn04MP4emgdCD4BCyINPM7Ha9Fo0vekZlAnnPqFTLrKmXUCqWumhpNwnKI11hO1dztV9puvqi8UdWgoD0+N/gYqZCWLaSj6cpYB7/QegNQ2RegdkxWg/xig5WIYbekiXQ04XS0YLeJB+8VdO7Me5imlrNFLGyOVbm0WV3EnUXdfHOtTFDExS97dMMcjtnwxEsFBe2RC9ySkcPXYilNKTFInQvl64w3wrCfK1lrC4HHFYlltNqpqu9phYpJh93AO5q2l5QVVXWDtenhEzAS5EvjCdCkrRhtpXFemtCIXHPSG+ap3GGhj3AW8oHL+1uupd1O13RNE9J4e3odt6bXMRTkSqE/EWXzvZHnGfCznO+WPLNdwzmTAdUkMuAkJfjnEhcdFzTa2F2jL/LloadIWzECRPjNBAW2Jnr46eYrS9rrZDBNxL47sot9hTMlIi9qn2Y7ya+23cq2eA+u9nFK704NU2tYiEJhMvirhdkAfkgK5oCthcDMwZayotyQWl0Kj7FRDAU5+vwMUN1Gu3v0RZ7OHS6VndVa8jXe3XwF72jcjkeAXaUQYHpxlDthl0MXpkNBe5zyhkuHhoRlRVgUaQ6fZfqrSJlKzRsbtvCmxssuSQvGvZk9vJg/OSZhK9CaNzVexm+03waUlfNqaGr8es1kxubdQRkEuEfPUDx0kuLBE7hHTl/oEY1DmICvxqpyquK34Qjzbm7nCJUFHewxxaKrgzEGXZtcSZtdTuhUSnG0OFhzo9KJcMYbkQo3FcaOpIqyObFo1teeOQxdTDZf55ZiDH8Y9vP0hSXh5XVNRFmsj3eXrMxzBUMnLxd7OeoNlpKANZomO8FrGzaWKkVO9fQW5fKbr2vcyC3ptWSCorw+B55tc4Wi9jnhDY0prKKAZdE24ipSihA431BjOMzk789mbGbV/7+BhzjqDpCwIqX1Wxhp5vc775hgPBMjgo2LT0+khZ9rvU5C4MMu1Ckrxj2ZPTyZOzTlM50rzIZa5kIGNPsuriLcmFozTgbM0+sZL865w0WnWEDZ8vyload4IneIdJjIbWMx4uf5pbab2B6XJOPJlsRM6lF3gD8/cycNdlwEZWVRCFxWRNv5xMJ38er0BryKOkN2qDgYBcL8mGuaaiUazS2pNfxZ15u5IkyWme6ZNPCmhi18rPstbIkvKh2wZqzmvlP9mFCoX267mXWxrpIrN2ZF2Fc4w/P54+FYpycrDXz49LfHlN31dUDKivKRrjfywdYbKhoblpUqa9z8mGuZsr4Bmk2xhfxJ1xt5fcPmKQQHue6wn+e5/DGiSpLRJRGpyI2p1WyL9+CjiSq7ZFUv/5Tv7xPwuoZNfLT7zSSsaEm4mEtr1IXGaW+EvzzzfRqshIQ+KYWrPSLK5tfbbuejXW+mMXzPhAwYwa28XpU9P8rrtTm+iG3x2hP355v6Foxkia5aSGzzCuJbVhBbt+SCjMMYISr3SWUfEk/7Y/ZoyXuHxqsQjE3CXuW+u5hhY/HX3W/n3c1X0GDFSlXe4Gz+Mv7H7PWi9rk8voS3N20jrhz8ihDKezIvzUqwNWvyQuEEfV4mTA4XnpTTLr/ZflspYbxyb0001pms1XiaMfdQFWMT2oHxiqnpcBxUvDsR/czUVmruf9wbZH/hTCncxUJKnr+3+SrWxboBMYBNNTfVevrNPXcVjnOg2FtxT8Wwn+NX2m4p5ZkZq/nZ97NK5+zbG7fxBx13jAmBmsszIhMU2Jk7SlxFCJD5Hw0KXJ9axRsbNwPT081MUtJhPO1YFTwHgnBPTNQFW1MOL9QV1zLXqJb3mHV5Pn+cbwzvJBu4pWiIfODyjqbtfLjz9WM+O9m+cfHpchr5i+63ckViGaNBvsIApvlU/wMc8wbH7Iv5DjP+Oxo28Rfdb2VrfPGMZEC/JAPexIb4ggoZ0OFAsZfnapABZ4p538diIphQj2fzR/ny0FNsiC1gvGvx19tv4xePfY7BIFdxXI+Fef2bwzv5f/3L+WDrDfT6GRykpOmaWBefWPhO7sm8xDeHnuX+7F5GgsKEY0qqKMuibWyKL+SqxDI2xhexKNJMgx3n/uy+aZ/JWFWWRdv4+ZbreXV6PQeKfTyRPcT92b08kzsyaRfpStyQWsUHWq7nlvTaUoUEn4CYcngyf5jHcgdL8zQdFPB07jB/fvpO/qz7zWFXR0WgNe1Omt/vfB23p9fxtaFnuDezhxNhMvV42Fgsi7axLtrFlcllXJboYaHTxMpYB6e9yWsqmxEOBTnuGX2JD7RczzB5HCzygcvqaCd/2Pl6fvPElzjo9k14BR/ochr5xdYb+Ymm7XQ5jRS1R8qKUdDuRd+Vczy+O7KLfx94mJ9tuTqML7fxdEDCivDfWq7lquQyvj+ymx+M7ubZ/LEJPGry/55IC5viC9meWMoViaUsjDTz+cHHeTp/pKbxzDcxd+RbD6H9AJRUEMK6MLYVcwCOR1JFSVlRlkRaxRury27sAKn5vjLaQa8/wkhQCA+NS4eGFfCq9Abe1HgZH2y9gefzx3kws4+Hswcm2eNj0Wan+KnmK3lP81UsjbaGnX7NmaH5wuDjsyraYITTXj/D3uJprkwuK9G4rwO2J5byLwt/ij869S2OeYPTXq/WLrhnj72sNDVYceKWw5JIaym8l4pzsdNpoNVOEVcOg36OrC5S7vYzN7CRwhrP5Y+XQ4mQios9kRY+vuAn+MOT3+SJ/KFpr2XOxKlg1uOYO8jjuYPcmFo95r1GK87fL3gn/9T/Yz7Z/8Akc61ZF+3mF9pu4I6GTbTaKYp4JKwIRe3PWS6eiWJ4Kn+YoVAuMXPTaMX5nY7X4uuArw4/M82VZjaesXNZ/juuIjTacZRWLIg0lQRcQ9cONhviC+j1R8n5RUaCQmjArH0cZgz/+8wPuDyxhOuSKylQ9ih+oPUG1sUX8Pe9d/PIBA1vQejiXU07+GDrjayPd4edqcWo2uGk+UTfPXxvZFfNY7vQMPS+JNLKz7Vcx6uMDJg7xP0ZkQEzujjtda5NruADrTdwW3pt6K0ty4DP5I7wUHY/MPu+alPholQsoEzSnx98nBtTq7ijYTP9YaLeSFDgtQ0buaNhE/859Pik02c2T067/PmZO2mz07ytaRt9fgZHW7j4tDlp3ta4nRtTaxjyswz5OQb8LJlAeiekrBiNdoKUFSWuIqStGI12PLRIaAb9XFUJYGaMhbCk6vJoOyuiHVyVXM5P+1cyGhQY9LPsL/Ryxh9hNCiQD1yilkOTlaAn2sLKSAcdTppOpwGpuCB9HRqtBM/mj/Lp/geB6hh25Zg+2f8AXU4jv9Z+K5mww7OnA+Iqwm3p9WyL9zAQZBn2cwx4OYaDPJZSpK0oDVaCtB0jriKkrCiNVrzUh8TCmrZMrGHGT+QOcV92L5cnlpTiMz18rkmt4MtLf4F7R/fwcHY/J70hQJG2YiyJtHFlchmb4wvpibQSUbbcTyl+9fjn+f3OO2i2k1Ih6BJBVhf52OnvsTDSxG3pdQz5ORxl42ofWykuTyxlbaybn26+kpGgwJCfo9/PhMqHQ5OdpMGKk7AipKwYDVa8ZDmOWxctuyghtnEFqVu2ohwbFY2Qf/4gw1+8u2xlOE+4JrGcn2u9HltZtIRzHlE2jrKwsYgqm1Y7RU4XS5bAgvZ4Y8Nl3JRag6t9fAI8HVAIPAaDHJmgwFF3kH/p+3FVQu18RU4XWWg30eE0sDG2kFenNzAc5BkNChx3BzlY7GM4yJMJCmHoQ5QOu4FVsQ4WOs10RxpJqmjJ02waqf7l6Tt5oXBi1uMzZPLloSe5MbWaxZFmacanxPL9hsYtbEks5rn8MV4snGTUL2Ari4SK0GgnaLVTdDhpFjpNfGX4aT4eloWcypNi+OBvtd/O2lgX0VAYTKs4UcvGwcJWYkGOKJsWJxUKXIKi9nh9wxauTa0CrfEISudDPvDIBAWGgxwF7fNAZh9fHnqS/Awaa5q5eSC7lwez+7khuYqhsDJXUftcnljCv/W8j+cLx9iVP06/lwUFceXQYMVptVO0O2m6nUb2FU/zwWOfKz37dPf8r8EnuT29nu3xJQyH9yxol55oC7/T8Rre03wVz+WPccjtJ+MXSNsx2u00G2MLWBBpojsUqi2lOJDv5e7MS7yzeUcYZjMXTUZlpAeKvXx56El+tuXakD9buFrCev5qwdt5f+t1PJc/ynF3GB1649NWjBY7RbudptNJE6D5ycOfZHQSQ6eBmbvL4ov51bab8dE02UkarRhxFRV+oywJ91aKJis+Ji4foMGK8W+L34dHQKCF5wjv8RkNiowGeXKBy1F3gC8OPcELhZNTslOFePd+/fh/8bmen2NNrIuCdkFLSftXpdezKbaQE+4wzxWOhmGHRRqtOEuirayPLWCB00SrkwybwAk9t9kpvj70DB8/c1dJjrpYvBUwVgYExbJoG8uj7VyVXMZPNV9BJigw6OfYXzhTkgFzoQzYaMXpibSwKtpBu9NA1xgZUNNgxdmdP8Gn+h8AqpcBZ4qLVlIwseK9/ihfGnqKrfElNNpxSTYOrSa/2/laHsju47A7MCmhm9dOeSP8j5NfYVQXeG/zVQz6ORSqVMGhw06zwGlEmroEBKGWbClVShgK0PhahwlaBeyQsGtzXMqCm/tGlc1Cpzl0GWq2J5bghvcPtC7dP6psImG3cDd0hWs0aSvOEbefPz71bZ7JH50RQbn4/PmZOxnVBX6347UUtIfWEpLh6YAmO0GbkxY3XMh0QGErhUmSDtDClAgYrRAIpnO7ayQ29pDbz9+c+SGfWvxeHOzwehqlFMujbSxqvpI3NW4phW1ZyiKqHNJWFEfZFLSHq32ils1vHP8SXxh8gttS67mjcRNz3Zf6Qlvpj3mD/PfjX+Qvut/Kmxu3MuhnZd21JqddospmSbQVK6RbXwclOhU6U6XXfYJQgKMUUlIL5htbT964haEv3UPDq68k88BzJK9Ye0HGsSbezXtbrqLfzxJTTolHlDvGa9zw0CwVLdCaRjtOq5MMLcHl3eNpCX076Q3x5aEnL2rFAqQvTSEs9dlsJ2kP+cum2EIK2pMQKS0zZYWCUcyKYPLkTFWiIFQq/n3gEf6+756avAOTwXjMf5zZyzeHd/KB1uuxlFWybPtoVkY7WBpp4/b0evzQa2KFgr8IcjYpK1qyHk7HM8z59cbGy9ge7yGnXRxljwk1ZQraCULaMQ1gK3N1JIRXeHlUOTjK4pvDO8lrr2Z928zN/mIv/z7wCBvjC0ioaMly6umA7kgj3ZFGrk2uGpP/YlMWcuMV8ffTjcHcc2/xNP/Ydy8f63oLrXaKvJZQm3zgkbZibI4vYk2si6L2CHRQohsTPpUPXJSyyAZF/qX/fh7I7OXm1Bpa46k5sT0ZQ+ZIUOCTfQ9wY2oNC5xGXO1jYYWeiwTXJleyPb4EV3uU4uyVwlGiQDrKZtDPlmLpp4KZu+XRNt7feh0n3WFilnNWyKt5PKM06JB2TNWqpdHWEr1U8p0AkQMcZXHEHeCR3IFQsZhcqJczXXHA7eN9R/+NTy3+GTbEF4SV1jS+9ljgNLE40symxEK8kJZtpYgqh6hycLVHPvBK12u1k3xr5Fl+++RXOekNczGFQI2HjD0gG8jeiIyTAbcles6SAa1QBowqB18HFEPa0aGcdcIb4o9Pf5sn84fPuVIBF0ix0Gi0LpfEnKk71lh4/mvoSW5JreW9LVcz4GewQ0v4okgLv9h6Ex85/e1QC5wap7xhfuv4l3kmd5T/2fFqWuwEhUAWyBx049Pjys9RTp0DcMKMfNf3GQny09675HZUiphySgenKCouWlNiwI4Ko+mUKjEFTwcUdaE0BkspYirCU7nD/P7Jr/NI7gAwc/dXXrv87Zm7eC53jI92v5kV0XYK2iPQGlcHJWWmkum4GsqrXH5KW1lEkPGNBvmq3N0A3x/dzf86+TU+1v1WEsqR6i5ak9cellI024kxh6UOmV5R+0SUTVYX+aUj/8k3R3YCcG/mJd7YuAWNFx4cM5sbfdbPhWdpR9wBfvnY53kqd5hfa79NaDE8xIV5u2etF4AOGVLleskBrIhUWS6ycg7m0mYke03uoPUMr+sHuC+fxB8cpfDcyySv3jD9d84RAq0pam/SZOJS1kWFVOOFe208NBDDrlkAKq+VWfXZr9ZY+q+du8eUTTT0spn4brdEl8aYY4OqFI0kTtsILQrhM5bW/MXpO/mHvnuq4sPVwvCsPzn1bRqtBO9uvoJABfhaDCG5MGw0qmxUqXKhjDPQmjwuOtAUaixnKsnPQjdTecJroR0DDRV9H2ZuHjFz88WhJ2izU/xu5+tC/uOFxjoXQn5SrroY0onWFPDwgqBUTryWe3556CmUho92v5kOp6G0DmIEK5TWBOWU7pkNimggoSKMBHn+9PR3+ezgI3TYDewtnGFLfDGBLitts4H59rOFY/zm8S/xiYXvotNpoKAlbMwNDYOmxPqYuUGX5JBMUKh5LFpL/g3B5N8co3CGtKNDg9RUz6RwMEbAqsYSfnZP8TQ/cfj/8tGuN/PWxq0lT5rxYIiB0Ox1MXZlwnWEMr3+fe89/HXvDxjws6UxVTeOSv43d2d35XWrlQnM3Nmh7FgyVI+XAZlYBizPjVzNyIDP5o7x+6e+zoPnIQTK4LwrFkqJqzZq2QSBEJejbGZa/tNoX58dfIQrkhLmkQtcoiEz+aW2m7hzdBf3ZabPcwAJJfnX/vv44chu3td6LT/ZdDkdTgNu6J4yzK90f1XeimUhTRKUvj78DF8dfprj7uC09zVJ158eeJgT7jA/13od2xNLcCoSy0rEr8vbwEApFVZRlzHsL/byqf4H+eLgY4xWEZdXDTwC7hx9nscPHOKdTZfzvtZrWRXtCMOZ9LRzA7JpDhX7+O7ILr4w+Dh7irVV5fnc4GPsKZzmw11v4OrEcrzQBqm1xhujxMicWKES8+2RZ/nY6TvZW3G/BzL7iCoHD5+YcmZcWjgSCkKm06sdupcvNIaCHH/TexffHnmOD7Rcx1sat9LqpELhIizDqccelpaySjRskjv7/SxfH36a/xp8oqr7GsYoCfWqZAWdjS/HQhGzHKKBXDNmyXqNrWYyPcP0Tg+i4lFU1KHll96MFautzv1cwQ7nJaacOekEbUosRpRd04xEMGvlIB7S2fcbcLBCy2LF+lfJ3z0CfuLwJ3lfyzW8rWkrnXZjyYCkK3jMRPzPVkKxNoqsLnDnyB7+7sxd7CocP2eHqUvAb5z4Lx7PHeQ322+nJ9JSKt4BlLwqMkYwB76FGJBq7anhhJZJ8XLNLY8JCGpaq2rwT/0/ZnfhBL/X8Tq2JXrGVPyqnBsw/Hqs9XUm+NLwU+wpnuLX22/nNQ0biGCH56tY4MeuiQqLgsDdmRf52Onv8Uz+KAB9/igH3V4a7BijQSGcm1oLyE+OH2Ve5K2H/pnf63wdr0lvGCMkCo2PmxsUVNBOLcqfhYWtbKKWEzYFnjsEaKJqPD+eHubpTnnDfOj4f/LV4af4jfbb2RbvwfSjMIp45Xo5CI0EBNyX2cvHe+/i4UnyMaaDFfInX8n1Z/Ic42EiTaLhGjlh9MR0kStGBvyPwUc57Y3wgZbr2ZFcOmMZ8IDby//X/zD/OfAoI3rqkLm5htJVZibNVWWEyTaFcW/PBjHljHEPasSNlw/cGV1bITGHVySXcVNqNRtiC1kSbaXVThKzHIqBL3FvQZ5DxV72Fc6wK3+MB3Mv0+eNSuLXDA80B4t2J82OxDK2JhazLNJGT6SVDidNwoqQsKJElE0+cBkJ8vR7GfYWTrOrcJyHsvt5NndsTDWrc4GkirIpvpBb02vZHF/Mimgb7U4DCRUJQ2iKjPh5jnoD7C+c4YXCSR7M7uNwcQBXe7MKS4hiszXRw+sbN3N5Ygk9kVaa7AQOiqx2OeOOsK94hidzh/nOyHMcKvaVNu74ZzAICGYUVxyf4JB3tY/L3DZXmg0sFE12gisSy7ghtYp1sW6WRtpodZISCqA1ucAlExQ45g1xuNjHC4UTPJY7yK7ccfI17M8IdumwNvDwp82nmQo2FvGKnjUgHkvj8q0algVBgJWKE13TQ3HvUYLR3IzHNVOYZpVzvTs1WjyJVV45FgqSlZ+eLe3OxfpbKOIqwupYJ1cnl7Mm1kWP08qiSDONYc5WwooSoBkNCowEeY4VB9hdOMnTuSM8kNnLGX/0vFjnQISJuIpwa3odN6RWsTXRQ7fTSJOVwFE2w36OoSDPoJ/lQLGXXYXj7ModZ1fhWMnKWg3iKjLDmkDVwwv31VzCweKK5DJuS68r8etmK0nccsgERQb9LMNBniPFfp4vnOD5/HGezR/l+CQFQaqBQrE+1s1N6dVck1jBimgHrU6KBiuOT8CAn2F/4QyP5Q7xg5HneTZ/7Cx6iYRKsjFZ+QRVRT/UAgvFmlgXr01vZEdyKauiHbTYKZJWlKL2GPCzjAR5TrhDvFA4WZqb/cUzVVO3jUXccs5pOqEOPWmzOteVw+bYQl7TIHOxPNJOq53EUTbZoMgZb4Q9xVM8mj3IXaMvsL94ZlZ73PCZSgThc8zmugkVGSPjzmRuHCzanDQ74kvZluxhaaSVnkgbnU6KhBUloSJELKckAw74WZEB88d5OLufnbmjuHMsA1ZbyOC8KxYXMyzKHokyyq7+cynEj/eIjEX17rZzBTO2szX9cz+2idal0gVZx9mYmJZhPtDSuYTd3oTfGwortkWkuxX3WO+FHVQd06KSt0xFt+dLkZgKk/HquQ63uFhxIc7Ric+n+UMzBlON85V2ntXP9bGYDzJgXbGoo4466hiH9v/5bkZ/8Bj55w+SvG4z8S0r6P/EV897Vag66qijjjrquJhQVyzmASabsbr8UsfFhLNtIxcxbIu2X30bKhbFO97L4Gd/cKFHdElipqfFRU1bddRRRx2zxES8c77wxWoVi4u23OzFgPlCDHXUMRtcSnTsdLcSZAuQyaO1xm5pwB8YudDDuuRwKdFMHXXUUcf5wqXAO+sei3OI7iTEwgIMGrAU5D04WX2uXh11XHC0xCAZEUtK1oP+uavaed7R9us/wci3H6S47ziJK9eRuGo9/Z/4Wj0Uag4Rs6EtDhHLlKKsDlkPzpz/PPo66qijjnmBhgi0JSDQZb6pgVNZKMyDWjDzOhTKgnPfRUwzyxpTs4MFfOetFts7pH50oKEhCvcf19zxdY2twK8LMnXMc2ztgN/ZodjWobAt2NWr+ZunNA8cv9AjmyEiDrjlqi5WOnFBqkJdirCU8LkdXfCJmxVrWxR5n6qKlyoFPzis+Zk7XzlpmdYs4sV0+c866qjjIoejwNPwgY2Kv79ZMVgo84dAw5u/FfDEqTKPvVCY16FQAVzyHFEDwwVNf14IQWsoBoqh81tOuI46ZoW/uM5ibQvkfY3rw7ZOxceug9d8TZOb65bl5xCxjcsovHQEXA9nYRve8T5wbCJLOinsPnShh3dJwQtgoACns1DwdemALMnRylQ4ERhv7sjctNu5aDBXAoKlKptH1lFHHRcbzN7N+5renGK4qCsUC4V3Ia3kM8AFUSw2t4vL51xZ7C0FQwXYOwjuBVwQS4GtpLl9oMBWs7BS1VHHecaqZuhMatwgLHGnZD8lHNjeCQ8evwgiiJRIXY1vv4m+f/gKweAorb/0Zk7/4f+HlYzT9BM3c/ojnyl9ro7ZQylIR6A9AQXfNBUNPbcYI4tYv5SSpmWWUljqlTP/rTHY0CbzUM2REIRebzeQcNqsB0NFUcaMglKpqNVRRx0XHxTgWEZWlNNVqXMf4DPXOK+KhZmcf7pFcUWXYsSde0Fba4nxvfeo5gN3aU5lL6zwU2fydUyFSkYSaLH2zhfjRKLUoLWCirXGAqIXvrF4TQiGMwSDo/L3YKb0mj9sEp7qO3W2MHrZmSx86wC80K9xlPDjmA1Ru/x3RxIilqratX6pwJxF1y6Eb73Z4nRW9v9U0FrCJIq+KBJ9ec3JDOwbgt19mpcG4OBwOT/lQodL1FFHHa9sXBCPxZkcHM/AqKvPkWKhSiFIddQxH2EEjCUN8JNrFHEbBguabx+AA8PzwxNwYFgspBFLkfMk9j3qKNxAhEa48GOsFnZ7M+nXXEEwnMVZ1E7yuk1YqThOe1P4ifkw4xc3zOwdHYX//UR5Lh0l+WWNFT9/cq1iRSPk/YvPGjcXyPtwYhTO5DT2NIqFqvhtK1iQVCxOw7ULIGorevNw7xHNnYc0Dx6HvnxduaijjjouHC6IYuEosdI4VthdMYxC8OfIevVKPKjquLhgaH57J/zBlYqcDycy8FyfFsViHkTmjLrw77vhZzdoFqQUloLDI5p/3y2VzS4OUVxGmHvqJaIrFqKDgNzTe4ltWo6yFLmn9oQfm/9PcjHBDt33AWJtHyjIj8FIEWwL9CtUsbCQqlnirTQhDwo/0ARMXsveD89JFUA+fM1W8MYVijesUHxjv+aTz2me7asrF3XUUceFwQXvY2EEKNvSNEdmf8QEGuKOWMXmw4F1cQhfdZxvBFoEizUtilFXcoKGChc2J2gi/OOzouisbRFB5dlezQ8Py3sXBV2Hgxz56v0XdhyvMIzPnytZ3RUoXc81q4QKE5i01jRGFYnI2eUmTXK2F8hPwde4gZlHxUhRvvDWlYqNbYo/eCjgoRN15aKOOuo4/7jgioUk8MFAXqwts7+eWIH2DGpyYd3fC8lX6zy9jvEwyuaCFFzWLvWpI1bZyjvf8N2D8N2DZUq+KJVlyzp74Ob/wTzT5i5B6Io/9JgX6tDhhFhKcdcRzc4zmoSjSsqErSQ/JWpLT5n2BKxsVixKwYgLBU9jW/L5oaJmeZPio9cqPnS35oWBi3S/1lFHHRctLrhiYXA8A7/3oMbXcyNcBcwPS02dqdcxHsZL15mAyzrKisV8haXKvQjmy76qGXXloY55DqXga/s033gZJjs1mmPQkYBVzZot7fC6ZYoVTYpMmK9oA3lPs6wRfutyxQfuuhg3ax111HExY94oFjospVdng3Vc6jDh/CuaoCOhOJXVROdxbEhwgZtN1lHHKwIaUhExRUWtcjhZZSjUYEF+9g7C9w5K9cNf3gI3LlIU/HL5Xq0V2zo0r18G3zlYD4mqo446zh/mjWKhKFty55uV34ytsqkThAyfqZsTzafnuBAwXdYrK5sYjOkeq8vzOdcw61bZPH6imu/TreVcjUUjVXIu61BSx37+6hTzCpX70PwfxtLRhWwUpuDsZnBUjO8c0vj4cUw0T2PGEv5zPsZTx9mYbM6N8C9J2me/b9bSKAqPnoQTGc0/3wqrmkWpUEAx0LQl4PUrFN85OLcrPNV5aH6f731YDc2bv8/n2ObbXFXLG+ZTw8X5ModVyzLnaTxmTGqaM+dCGAXnjWJRGXc7Xwi6sqPpdEVj5rr7aWX4iYGpCjIbmJKF4+HP5dgRYvcNUddwYfPdYJbjMUJeqSlXDeMwjGwuLXzmmrYSz1xHArZ2SHx05TqbtXFU9QxhNh6FmeR1zAUd1gIr1MZMc7WqPs/s12+ivTLRPrFV+fVq5sWeA/oej8o9Vw2/GvPdOZqvOqrHTG0JZokMnUmlNvibpzSful1R9EEpRRA2HVzSoOlMShf02RrsajkPx3/+XMDw+JnQ/PjzYa4xk7niHI5FMbN5mmteZea9kv4nkz1q5fvn4tyejSxzLmnMrnFM5+LMmQrzRrGYTxhPoFs6YGs7LGlQtMRF6Cv40o/jwJDmydNS8x/KCw6Alq7btS6m4tyEn5iDxZtkQLM+eMLvG2JvicGWdljWpOhOSnxw3JbNVvDlZ7AAp7KaExlx7x8emd0gKhm6WYelDdJFelkjdCYUqQikIvKZXNjFti8PB4c1+wak8ZRhZDMNISgxFcobWuvytRYkYWObIuvpksXB19AfluQsniczw0wVhPPhVTSHj5mz9a2woVXWsTWuSEbkMzkXevNSverZM7J+MDvBZqq9Yt4zv30t+/7yLtjYCovSiqYoRB0Z26gL/Xnp/fFsr9CaGd9sD0FzDbPnLKSj8/JGWNoILTGh97gjCm3OhYwHJ7KaQ0PwQj+czpWfK7xMHRcJDP08dByOjkBXquz19wKpjri+ZXaKRYnGwi/v6IT1bbAopWiNS8PDQAudn8rKmfjEafm78vtzCXNNX8vfl7VLaOmSBkVzDBIOxBxw/TKPP5XRHM/IGbO7fyzvm6sxWozNQ9vaLvtxcVrRlpC5QssePJWVM+ep09L7xXxfM/s9WCnDmLGkHOGhy5qgJw1NUeENEVvO4pwrxQCOjgovfb4PMm44rjmYn0p+OR0syvfb3CYyWE9a6C1q6K0ovOvwiObFftgzWJvSNN1YocxXG6NCY8uapI+MoTFLyVldKcuczMC+QZEJ59oAZ+jL1xCz4PJu2NACC1KKppjkamY9mZveHLwwoNl5BoaK4ffPwV6cCHXFYhzMxGsNdyxTvH2VHNDtCWiMKmKhYOwHwrAGi6JgvNQPn31RmATIps55leJHbff/qbXw+uWKrFd2AeZ8+MOHNAOF2g8Jc93rF8LPbVRlYRcR9j/6mHRwne3hA/DapYpXLxVG3xqDppgIgTFblDJjAfADaRSV9YSBDRZEAHupH+4/LnM56tY2jkqGfuNixbYO6ExCUxQaY5B0FBFLNqAmLN+oIe/J5hsuCJO/7xh8Y79mqDizzVjJQNsTsKIRljfBqibF4gYRjk1JSWNNaovDR65W9Oakslm1TPLOQ5ov7a1+bGaNOxPwC5sVa1uFlqfLH9fIvB0dhd9/SJ9T5cIwUAt41xq4bamiJw2tcWHyCUfhhIWe3CBcvwL05qUL8bcPaL5zYOy1qr53uN47uuA3timybtky+s/Pap4+I/PgBsLcf2qd4lVLpMpXaxzSIZ+wldCXG/KK/rww+2fOwOde0uwbnD2jD7R0Qb95MVyzQLGhFVri0BSTcLu4rUr9EnxdHk/GLdP7nkH4/kHND8IywudDaaxjbuFpeOyU5i0rFV7IOHwtBpTuVPihGSysoc/GqJxJ1y9SLEhCWwLSEWnsaYe8yg1EYB4qQF8OXhyA/9qjeezU2GvNBuYRAg2L0/DutYqtHdCVFJo3Z7SjZFxBBc0bgWvElfG9PASPnNT86Ijsz7nw6ARaBM53rYGbFysWhTyrISpz5VTMVdbMVV6Mal/Zp7n/2NzMlTFktcbgtiVwZZdiZbOcg4Y3RC3hDZYlZ7GZp5Gw/PlAAXaege8cEOPpbGDm9oZF8M41ipQj90tF4MOPaPYOjv1cALxxObx5pWJJg3j4zRxaofZVDCDrakaKiv6C8NYfHJYCCLXKDZWonPvbehSvXSaGSZFlJA9qIlmmME6WGSjAnn544ITmiVMwXKxtHBopyOB6ZVnC05COwHvXK25eJHu7JS570cimXgDFUKHuL8CZLDx+Cj73oubI6PlRLuqKRQXMhLfF4bcvV9y+VNEeF0J3fSj6mrxXtlZaSiyCnQmxCl3eJUT9t0/LdQaL5pM1jAHZVBvbFG9coRgulmP7RorwZ49pKEx9jYlgRtGTVtyxTJUINUAI9Z+elRdqbcxWyehvXgz/baNibQt0JVUp7McPwA80maDi2qo8h+mIojEqVhTHko6yt/TAXz4hPROqZfgpB161FN60QpUSo5uioUClDfOU+u9mYxm3bMSCroSUcNzQBld2w+uXiSB577HaD50bF4li2NMgh3I6Ag0RYY6piGz+rCfhCgCB1sRsxRVd4eHD1JRT+f6hEfNKbUhF4NqFcO0CxYg7cYhcJQItyuGL/TOjlVoQANctgF/ZKvTUkVAlwdjXkHF1aQ0lxEy8iZ1J8Wpc3ikH018/qUsejGphpmFBUhqPDRdkdlvj8ONjoli4gYSy/cY2xY4uRUNU6MsNhE8UDJ9Q5WZoi9KKpY2wqR2uWwj/tlvzny/VrvgYLEzB21bBLYsVC1LQkVQknfKe87T0O6jkWSZWOeXInos0wsY2uH6h4vXLNX/1hOZYpq5cXGzQWiorGtpV4WsRS3jPTGA8529bBT+zXrGyCVriCtcX2vICzbBfphMr3IcdCekMvqFNePmPjsDfPq3pn2VHcLNPIpacM29fBT0Ncn4Y/u5rTc4reyoraT5uK1IpWKjAaYOruuW8+PlNcOch4fUzNqyFc/W6ZeUzsCUmPMsNz7+RcXNlKWhPKBamhWdd3Q33H5O5Op4ZF/1QIza2wjvWiELRmYT2uCJiixxj8nfyfjhXFfNkKfFktMZgjSXegtt64M6Dmo8/BYUZetLNWdHTAK9aInNT8EVQ/+wLZcVCI+flh69S3LBILPFmDr1AM1yKaw75viWeoI4kXLMATuU0X98fvk9ta1kpy1zTDT+/WbG+FbqTMndFM3fjZZmKuUs5chYsDmWZq7tFsfvfT2q+faDmWUOhyXrl57huIfzqZYot7XIfowyO4fPhmRO1xVO2LDxzblwkNP6tAzM/c6pFXbEIYRjDojT81fWKq7plgTJuOVTFLK6tym7Ggq8p+PL/nrTi5zfBwjT8rwc0/Xk141jabGjhHC3qEmMcddWsNc2CrxkoqFKX80BD0Vd4M6AyQ5xxG359m+In1wjDCNDkPC0u+cq5qxx7yPh9wk6yiL6kNcRDocdYSaZ7ZHNY/fetip/doIjact+irye0Eiglm948v/nxlaYYMoyEo7iyG5Y3Kf70Mc23Xq7tULxuoeLtq1TJbWusGr7WDIYeJ6k9b4R0iYseKda+4bPuzIgi0GKx7s3BaFiuskSvqvzLvKaBqK1KbtVziZ/fBB/YpOhKKrGihQ3AKg8Vs4aG2fsQxphDW1zxqqUSsvEnj2p+dLj2MRQDGMjDcFGHQpoITCBM+vevVKxrkbj2kWJ5DSxVtuKasAgN+CHztxSsblb8/pWK5ljAPz1bu8AVseAfbxFvU9pRuBpcXzM0gdHBUuV9WKJ3NJ4vnh4VCjivXw4rmhS/dLfm6GhdubiYYEKRlBprdDDGGypeqwZm7f/oKsWbVwh9FHwYLoylCENbhtb9QOOr8j5ckFK8a61mXaviDx4Sr/hMlAuFXL85Br97heItK8VCW/B1ae9VGvyskDeUcuy0GG8809Y8PJs6EmI8/PGxmVO6GdtvbVe8c40Y1YrBWJ4wfq404XmgdGmuOpOKt63SrG1VfPhhMWDMZK5WNsGnX23RENWkIsKfjBIxfuBj1i88pwKlcQm92ErCy352AyxphA/do2clg5iQIZDz2Q0UHcnyc3Ym4O9vVlzRJdQ6UtQTG9lK/EyXvFJJR/HMaTlDaxWcDb3bCn71MvjpdYq2hNzEzN2ksgwyfz7go1E+FAm9ybaiNa548tRMJk0Mj3lP05uDmxbBR66R8tJ5b6xsM92ZY1uwvlXxZ9cpGqMBn3vp3Hou6ooFZcbQFoePXqO4dqGi4Gk00ngo0BpbiRtOKXFdZl0JrWmOyeLkPRGmHUsYccHTHB7RZU5fIyyEyC0LrJDsxyc9zehZVaVlWqGUntZSPeF1kDlrisKfXKN43TLxUORDE4sK/xFvgIStGCZmblcSuEPrV6DDmEVf3NP9+dqEmwPDOmSGCjfQpfs5ocvXPOdIUdyUXgBNcckF8UJXZqBlzb1A42o5eP7n5YozuYBHauhkG3eEKRT98mt2aGExlkAvkPKQUFbCopaquStxxJ65YmFZ0ByHWDg5xmKjKbvsAy2sXSO0MhN6qQW/vlWUimREkfP0GGtaLAyBynuiEIlwINYZ1xdlINCaYrhIPWnFX98gPXK+d7C2cSgoPa8O1709obh+oea/b1VsaFUl4SFmhwotYUhWQUIi2uKiABV8cANdUiZznjRB+8AmiyMjAd86UJuF0g0kfGJDmyLj6TFCVYneLaHroYKEgFiWhLAkHRH8RKCRbxZ9+b25HT52nQgQI8W6cnGxQClIO+OUCmU8o/L/atfRrPlfXi8CvK0gU7EPI5bQutbCR0ddSNgSkhG1ZW964f7L+/K9HZ2Kv79J8Sv3BjWHAJrxJBz45S2Kd60RJScbGkMMzcds+Xx/QQwmCvHKNsdFETdePC/QFcoGnMlp/vPFsnJSC8xz/OFVip9eK7ypcq4qxzWYh2FXDHEtMckBKXjCF0CUJAVsblP8zY2K37wv4JkZKBeDBcnd2N4p/MmcJ3bIF5xQrij4MJQX+og5ErJr8kelq7tQU96Xs+z2JfDhq+HDD8+cIxi5xvwoJGfBURplwSduEaWi4OtSs2MjP0wkO4jFXhO1FYdHJLwUqIlxVdLXH1+teMsKFeadnC3LGN46kSxjxuRWyDJ+oLn7CJzIzmy+bEtC7a/uhvdtEKViNDxz4raMUyEGsKGi0HtrPMxj9cDTY8+chojiV7daHB0N+PGxc6dc1BULhKgcS2L/bl+iGHGlUo8VWpGTjuLFAc1nX9A8fEJi5QzjaIjAFd3wzjUWm9vKTOJtqxX9+dkt2jmW32YMsxFTEfjdKxVvWiEWmmIgDEiHgmgyIsLfoyc1j52EIyOawSJkipJM2p4QC+m6FriqW6zBGrEQf2Vv9YzezPGX9sJrlomrdaQoG08DT53WPHAcdveJyzVXEbNoKRH+blwk1qblTSLMWkoE6aynWd0sz/jkKQmjqgaPn1RErLNHr5DDbXkjXLdAhQevwlKarKd48rTm2Gg5B6QaPH26NvHPfPJ4Bn7xR5qko0lHoTkqh3BLTJLTGqPwxtBaaTwr5xrvWiMu6KilSgctiOB+IqP54p6A+4/BsdHyd8RbCDctVrxjFSxIG4VErtEQUfzFdYoz2YAnZhgrbCnJcdreCds6JMQtE+ZeJBzF3Uc03z0Ij58S5dbkz8RsCZl651rF9QvLtGUhOVgdCcW71ioeP6U5WWOC7Sd2al63TKxixvU9UtTcc1Tz+ElJ3Ds8Ioev2SMRC5Y0wBtWKN64XPJBin5532ZdCa26aZHkqdSViosDFsJPzTbV4Wt5Xww0VV8nFDR+L/QKKITnSXUcRdTS3H9M85V98FyfZrRYpteEA6ub4W2r5By10KXiBzlPs6FN8VvbFb/34MzyBK9dAD+/SfaQpmyl9QLFDw9rvr5fs2dA9qWmbIG2FSxugDXNiu2dkou0MGXCKjVPzmDvQdkQ8KuXKd69Vni4zJVcKe4oHjkhc/X0mdAbHd4gZotn4U0rFHcsVziWLkUN5DzNqmbFr29T/O6DUtiklrH15eFfd2k++xoVNl9VRC04ntH8+Bg8fVrz4oAkj/vB2PVb2wI/sVpx82KAcnWxIIwqePMKxedflO/PGkqMkwvSMo9/c4OElRZ8LTkytuLZXs1DxzW7+qAvL3MYsSTkdVW4nld2SS7Lg8dNWHBtIboayVP7nR2Kd6xSpRDSMbKMI0r0Y8c1j56AQ8OSfzlSlLVsS4jssLYZrloAyxpUKaLlS3tmzkX9QAxnv7FdvPdZV2g+Zim+d1Dz/cPw1ClNISifOQlH8gPfvU5xRacqhVxbSPj14gZRzp/r1fTPYB9Wg1e8YmEmdU0L/OLmcBHCd7TWRCzFf7yo+dunNL0TMOhTSBLYN/YH/MRq+O0dikhole5KisY606Wbr4e6YervWK149xqTYF5mQFFb0Z/TfOIZYaqDhTDOdIIHspUmYkHM1ixtlLyEJQ3wxOnaZs0w+R8d1lzdLZU/vvCS5kdHNH15scJMFu51Kgu7+6Xj7a9vg59aK5Ye25LDMePCLYvhewskBrYaLf/Og5IfMh4KOezfvgpevUTmzlLiERspav7jBc09R4U5VKuUziSMDWS++vLQd9YYdcnafVmHoiNxfmhxbUt5/5jwOEuJ9+jzLwb83TNimZmoUtOpLDxzRvO5F+E3tsuBrZQGLd6rVETx1zco3v4dXarKVAsUMo5FKVVaf9vSnMooPvZ4wD1HOTvUIMSRUbjnqOZtq8Sy6QWi9NhK+M22DsVtPZLQbZLEq8GREbjnCNyxHH58VBL4Hz8lMbnifZv4e8czoux/dR985BrYEno9bCWCZMGHn90gBQxqTTisozrM9X6yLdjeRSnE1bw2VID9g+E9p7mp8aS+YYXwJ5MjZ/bhYAF+50F45MQEYTUhDo8Ird+wUPMHVypWt5SV6dGi5g3LFU+fgf+3S1dF5+YMaIxKl3HHohSWEgmNDX/+WMB3Dk59XhzPwOMnNV/eK2fN6mZ400rFDQsVX9lXu7fCQvbprT3w7rVSxKEYCJ9QSpP3FL95v+bHRzSZSebq6KgUKfniXs0fXqnY3F4WAkeLmtuXKHb1wd8/Xb1By8zBs2fgiVOaVc3wpb2idL3YX67GONmzHh6RpouvWSq8oSlq+BUEWpFwNP9tI/z2A7MXSBVCky0x+MAmmUs/0DhKsbNX83dPBzx9WuZ1oue/54gmYkMqonnDcjFinsjIe7WO600rFT+z3kQYVMgylmK4qPm/uzRf3CNJ/5PJMtZRaWwZtaGnQfPapYqNbfDgiRoHE0Ih5+CC0pkj5/LhYcWfPBrw6EmRJSbCoRG467DmPeslRK9QMmAqsq7m+kWKqxeIMayWM6dazCvF4kII0hpJbnv/einXlfHE4hBoTUNU8YWXNB95RJfKf07kRQgQd+JnXhAN9Y+uErejH5hOqOfxgc4xDDNZ1Qz/Y7sqhz4p2QQpR6zuH35Y89x4iXXcNSAMhfJlgzzbC8/36VLsfC3TZjbG9w7CYyc1p7JMmAswmRdII0zpb57SNEbh9csUo6GSWfA1K5oUq5qkakc1niRPgzfJpodyDPL4MRTC70x2cM81KoegK34bZeV8lKYz+KOrFA1RFSrjZZr6/B7Nnz469rPj10Ajc34yC7/zgCRP/+SascrF4gbFb23X/P5DM1PztZbrmfKyp7KK37gv4PFTk4/LjG3Uhf98UWjrf+2Qw0pC7sR1vaMLPv9S7Qz+r5/S/N0z4uUqTEBvk41HPHnwscc0f3oNrGxSpbCVYqDZ0aVoiuqSd/YSYmHzAnPtjV7dLBXnvNCQpbWELZ7JSdWvatbQnIU/v0niy8thiIrBIrz3+wEvVViqJ6OtQMOPj0HxEc2fXCPjyvu6VCnxg5sUdx+WogrV0lZbHG5YaMpziwKMhs+9IJ3Fzb2n4u8aOWfyvhiununVRC2JQa8VAWKp/m8bFYsblOSohU+T9xXv/2FQqhDJJOMyc/XYSfiDhzR/dq0UbTFzlXU1710nc/VUlSFR5u2BAvzGj8VIcCIzdbPF8d93A/j2AUhHNL93hXhkRWEV48PVCyrvNDv4Wjy627sUkTDm6Et7NX/6qCY3xfkJ4RnryVn5md1nn6fVYnFa8na8cedO0lHs7tP84cOTV8WqpN9Al+nr+T4pcuLUEHlwNs4+cw6PKD50TzDGYzTZOg4VRYFvisKHLlMMFeTMcQPx+Ozogu8ePDc9qaarMHneIFaR8t+z+anlniCT/KaVxlshycfpqOKxk5p/eU6UCjM2PcFPJb6wB757UN5RnL8QkvMFjcSIvnddWAlHizXLDzTpiOKxU5r/cd/kSoW5xmTw9cQCUrXoy8tBOlmC8UTrZ8ZjKan3/h8vaPK+oQ/5V2tY2SzxsrPZiIbmJsqjqNwD5zqPwWAyOja3nymzrhW39sDWjrHFCWwlnYWNUjFeCZpo7OYzf/SI5pGTYnHS4V70As3bVivWtMxkhMLgtZbwuqit+LNHRamo5DuT0hZyEH5tn+aFfk3ELndJdgMJ1VjWdPZzTofDI+IxNXtmIoVrsrmyFTx8An58dNxzhu9t6VCla9Qxf2Ep+M3tlXtHcv0GCpr7jhlhafprAPzsegnRKfpjedUfhonXlZiMtgwfe/gEfDFUlmWPiFCzIAW3L5Hcjeloy4wh7sj3/EDuHLUVB4c1T5+RKxh+ORV/Hw+Tf1Krw9fM1TvXSNWkgm8ETAl/+sgjFWXnmXxcldfb2QufeUGXPERmrjqTcGuPhDLVYuTxAtg/JF4Rc17VwhsUIsu8NHA27aQi0g9jLviC1jJnkluo+ObLmj94eHql4qzrMDMjmKOk4llrLKTTCgPprj7Nb943dandcynLVJ45IBXXfv9BUSqmOgsr5Zm8D1/dp9k/JGeOCWkr+rC8UUIC5U5ziwvusVAh1a5rhV3vnd3j+Vpcd/93l+ZvntSlpLXJoJED//qFEkM3UgSlZOK9QMJe9g/VXvbt/+yE1y6llOB2qcBo511J+MnVoYs79O7EbMXxjObTz2teHj5/jVjmEmat9g/B/cfEFW0S8bww1rE5JmE359qKO2+m7hwPxMzjz66XpLhAS/x01FL05jX/8Iwe87npYPZ0AHzyOc3aFqm2Ugyt8RaKD26C37p/Jg8mtN4YE0/mQxUu7umuZoSXMzn4zgH4HzvCBFMlSecLUtLI8eUhZlXGt5avmc/ee1Rz+xLoaVClhEVfSy7GbEpe1lE7KhV6VTHvky2BrcTaev1CFRZZEFpL2NIE7gt75HPT8eJAi/B++1JFY9RY4MVo9OgJzV2HqycCTXnsPzqiefVSuHqBhPfYSgqfvGM1fPPlconc6a4esyERkR4LRnEp+OVQkPNJohIGCbctUbQnxBJsSu0+eUrz/UM18qzwQw8ehwePy7ljkq5Hi/DmlTJXewZnVyZ0JnP0rZc161vFkOJrSai2lfCGF/pnOJAKqDCPQSk4Mqr400dnV3WqVjTHpReKCRUy4U9ncpp/2y25JBdWlilHz3xql2Znb/XfNHR1eATuOgy/sFlCI5WS8LKljVLB9HhmdmfORJgXHgtTEcdSapY/5b4E1SIdhdcspVQyViOuv5cGJAnSjK8WHByWsJ6KJ6ztAiHOk7G4amhkfm/pUcSd8qsaYfz3HqEUs3exKRVQXqW+vFhqYkYxVMLMU2GTvzrmDhop8bylvWwZU8h8v9An4TpWFZbNSgTI4ffgCdg7MJbJaeD2JaIg1jxWXRYY7jpcbp5Y7dgUwtCf69Ol5HwTR9sUVbTEK31k5x6Gr700IPHJlQUDtJaKb+fLY1WHwDS384LJLe62Ej60vgX+36skNtzwW40kdp7Kaj61q1x6cyoYC/ztPaLguhXeCseCf9tdu3Jp9uCBYXi+PzSyAaAoBpqNbZK7VS1KVczC/xtrvin/fL7I1MzVjQulAEel3BB34LMvlrtVVztl5lw9npEk75hd5g3FQLO2RfrUnE+YsZuePZWlVi0l/Sdg7ubdUYpPPqfPSynzStzaI32lBPLUUVs85V/ee+FlGXPmaCQSxjSyrdbIphCv3Av9urQHFRJh0hKXsv5wCXosoKwtzbYGiSn3Vc1VjDUh4UiCqkmoFI1VEiNNOM9MLAT3HdNc3jW75ZqPsnnclkRm47I1B9nhkbIidrHDDaA3L/GkEAq6Wsp0xkPF4lx7LF5JuGUxRCq8e5YSb9gPD89MsYfyYXDPUc1lHVLj3CS2Rm24eTGlRkrVQoQHySHaP1TxYpUwfO5UtlJI0qXGg8nzzI3N0Hvz5Zr15jTSSMLsvLA8XYKYjGyaolJ6sy1RznOSymNiBFvSID1QblwE28PQQb9C+Iha4m34zG5pyFWNYGROqWsWSHM7t6IaW8bVPD6jGvxlHBqWUqvSdVqu7WvY0i5Vf6a6unkv64nBTipfyRgXpKT3ygPHdak3ghr3vbmGuf6OLsXidNkTqpE9ZOaq1vPBXPfIiOzHyrnytORePHC8uoT3ucTJbDmUzcACGmfYdHE8jOA8WNB87+D5fThHSfM/P9xnGqmgdTJTPnsuNMyZ8/AJXaqEWMvITGL2qWxZZjNnTsIuyzNzjXmhWGgtlXEitRbwHwdfCwOOVHEamsXpSEqr9sGCjMG4iQ4OC0N21MRVaKbDM2fk92xcTPPJWFipiF3eNTZJMO6IZeq+MFZ7vnsrJptXhayXr8uNwwyMC3iWJFpHBQxNXdUdWst12SJW8KQqEcxMSDDfeeA4/NwmpEupL29YSoSor++v7co6VAB29wujrnls4Ye9QJK5hZZUGJste2uuMRW5mjrsprPt+M9G7GkuUMeMUTmtKqQDX2t+/0rFH18zccEPTblevhfoUmlzjVh8pea9eCo+uavc9HU6GGF1ZZMIGgXPlHJVPHqyXLjEqlFaDlv0cDwjXbe7kopiGPbiBbCpTZTpyaomVaI/D4+c1Pzk6nLFvqGi5o5lEkL5v58UZb+yQt65MP6Y+VzRJGPPeXIuRCzFU6c1udBbYdV47pu5Op2D01lNT0PYWyYMlVzfKor+TMr0TnrP6d5TjOn6XPlmZA4FUseSctuTVTg6V3AsURD9ij5NUVuS3U1D1Qsty5gzZ2evrD3MLNzVDcSTpirOnEpD6VzjgisWEl+nKPqKY6Oz91iko1ISrFqvxYYWNcbVZyup2GLGMtMR7R8SD4yaBRuYT/K5GcvClDC4jFtmPlrDyYzU+Z9vMdmKMiMuhXlM8lld8aYpaVj6bF3AOmdY06xwlMItdSGX2Okjs+z+rJB9aLpdC2RPbmqr/api0ZJ+LKYM60zGFmgR3uIRuYBRWuciYd/Qu5GvprQGV7zpVfDAid6v49xBh4xHKakIlPOnZzfmfdP0bKig2TMopUkfOF59LL7ZX6ubJbzF0IFR8F/oL1eoq1XICsIBnMkSltWueE9Da4JSBcDJ9nnoQGO4CN/Yr3n7KoVSlJrWZjzNbT1wVbfFV/ZpvrxXc3BYFHdzvbnyYpgxLmkQz0mxYq5sS0IK+0Phr+bQsXCuenOS62l4gVH8TfPB2Y6/at4Q/pNxzy0fMHS2s3fikrLnEgtT0rvJ3NfQyams5PLMB1lGI3vk4NDkJZ6rgR+Il7xU5EALzVrnyCV9wRULgebAsOLn79Jnud1qu4oQacatrlynEzaLqoxPtS0YmUU9ZIP+vCzkbGLy56Msu7JJVWw2aWQzVKQcGjJPYEIAKhUKC0hGhEE7StbfdAQvdXANhdqljeEhewGf4VKHRqx+TTFK4Tcm7OzI6NTfrQYqpIHxjSoVktdR68Fh+MPJkDfM5uCZqNTwTFEpMFTSe8Qqe3Clg23Z61buWCxKTmNs5v1Q6phj6InpwXiYKhNeR4uwd1Dz7QOaz74QnoFUH75rhOXFaWn2Or6CkGOJZ2EmlltLyTm8vOnsXKRASw6PXYNg88Qp+NQuzQc3q1J3b1P5xrE0798AP7XW4p4jmq/s0+zul2IJ4yumzcZQoRGBtCUmwpqqeM9ScFm7KBzVxsEbWEoMIKuaTRhU+T2txZhXTSTGRGOGMl8wl43bkhPihJ24TTdpW5l813Iujz2rkqnTw1JwdOT8Jm2DNNgr7xNdkh33DppX5gdsVW4IO5ucjwllmXP0kPNEsZBD7eQM257PFArxcFTOrXTErehWOsOJ18g1znfS1bmEhSTMjenuqiSmd7YenrmCOVTN5muPi3WpKynlYlc2SZfMpqj8pKOKuC0MNBL+joclZfvzUrYxqJtuzxk6k2PDBowyMJe84ERmrJJoDBDdqbEdvKeDQsISzrfLfipUKtCOkvnsSIjws6ZFmk02x4XWG6OQikjJ5Kgt3WZjoTs868GoKyEmdXo/vyiFJ2hNwpH1MV10IVS4Q8Gz6Jfj0kFxMqt553d1SSmvtEhXd3O5QXtCBM2gtA8lj+GDmxW/tlXNzMKiZdxuGPpX2eHdCMvVeOnMs2U9+OdnNa1xaZaXikiJeKNMSRVIzauWKt60UnoQfO8g/PiY5sCweAPGPXZtCL/UEpdCHkYJs5Qi70nPiZ/fpEphTTXNWfh5LwxZMZ2fA60JEKXPqVGxqFQwE07IG+LQ0yC8YWFKilg0RsWwkAxpL2JLw7+YIzxipCiN686VkU0h9zjf6EyO/b+lFBlXc2RkfvG/oj/bsrXnH/NGsTAa//nUWi0lDKLylib+08SVzng4WjbLpaRYKCVMdfx8mfg94IJqFpX0s7YFLu+UJMfrFiq6kpIr4/pyIASlH2HcOgxJybryLLaS2M9LrQ/JfENTdHzeisx5zp2DeQ8vkffLwllJgUFyq2pRLIx11J0nTN54d1IR2NAKV3Urbl4sdJ+KCA/zgrPp3eSyeBrcIoxgLJZ1er8QqAyFerFfkjQrixmYM2llkxhIjISrtWZNi+Idq6XrulylNpit1xhljEJjQpRHi5rhWT6fOdtNXyeN9IqK2GEDyypgjAF9efjt+zV7BzU/sVqxtEH4dNbTYa6mCOV5T8on/8Z2+OUtinuOar7xsuaZM1J+s1bPjnkOECE/7sj6jJkrTzPsTnWF6u5ROVeEBWUitsKqcq6MXhMghrXN7XDNQsUti2BDm3QvL/pCU6bgjZT5LvOGSmE2YpW9ZOcCChg9Tw1hK9ESp7RhjB7ozRNZxsB4/S42b/K8USx06Z/zB6Wk02iJQUCpCsNsrZKasnJyqUARhnaNn6+AaXuGnGsYIas7CW9coXjfBsWqZtmUeU86cRurrmOpUmiIMmWKqQw1EOtg1tN1YescI2ZPHBaUmeUBXYmMK252q2RKLN+7FihCYX2ekINGQi/evlrxrjXSsDLrSXdjU+9fwv0UjpJ4WlOW29C5mfpRV0JLzqUAUcfUsBT8y3N60mplNy6Cj9+oaImF8f0I7/21rRb3HAnozU/8vWoQtxnTsM4o4bYFc5ffaaQ4XRKga4FRejwN//ys9Mh4/wbFld2a5Y2Sa5Jxdal8va91qW7/bUsUr1+uePCE5kt7NPcfg2OZmT1FzIbIRHOl5rKx6di5qqXssxnXzYvhp9Yq7lgmXpSsJ9WXfC3nneENUVv6+1hq7Blonmu4yDnnCReC5YxPXDaFW2otF3wuYc6cC53rUSvmjWJxIaAQQdPArJ3W5WSq2cCvEMAvFYxnnEagd2fr4ZkFjKdibQt8+GrFzYvFpWlc3wpoCEOeRl0JcRosCKPNe6EVOrTueoFYalY0wbYOSaas49yhUritxFzq5BN5QWs9rEuYB+RgeMody+CPrrboScNwUZfCN20FrVGpEjRYkCozQwUprmDCaQy9u6GidHU3dCdVqdJQHRcAWsJRQEqeVyqwtpIqafcdgzcurwwf1HQm4TcvV/zeg3rG542lVNisVsxFIpxrAq3mPATGjG8mIXfmG7aCPQPwuw9qLmuHN6/UbO9UrGtRNMchF4YTgVj/c54m4wpPv26B4oeHpZnr3Ucnv9dkMHOlz+Nc1SLYRy34wCbFr21TJBwYKpa/G7GgJaoIAugvaE5lpddJ3hcjXLGSLwQyz7f0SBnjSy1Ecnzn9/GyzHzBxTjrr2jFItBS6q7S+q4RK81sKzCAKC3zjShsJc/nVVF5ZCKMj1DRiOXD1OA/34qUUSrWtcDf3KjY0q4YyOvQMitdNCM27OrV7B2U7qVHRiTcYLAg1R9GQ8ZaKVO9aw3cuEiRyc6lFaqO8ZCY8bGvKSA1h5wpGTn7wNdcfHGrUN5fb10Jf3qtRcwWJdkkZScdRd6X2v77h2DfkCRGnsyI5XHENTHcY6/76VcpafhVmKHCVcecwPAgE742/vW/f1pzeScsSodV1LR4Xd+8Ar65X/PIyZnd19PlSkums4SjFF/Zr9kzMIsHmgRKiTI8OsPqasZop5RUFNrZC0sbNa9aotnRqdjUBsubpM/HqGs6RkuH5ZwnvP3yTsXHnw749PO1WYQ9rUPvicyVRno5ffNlzXOmMe4cHoRKiSemLzSUTXfZ/75V8avbFFlX5td4KFMRxZmcdPfePwQvD2uOjcDpsArSSFGMbZWCtWPBw+9UxGMXn9V8OowvsW28Tsk56tHxSsYrWrHQiAV7/EHqqDko7abmVjiaK5jEzfF9GqqBBjJFxpRh1Vrmq1SD/zxrFoGWe//KZYrL2qW2uTkc447iREbzrZfhOwf0uG7oZ8O4530tMceVCZR1nBsMF88+sJRSIT3NkpBCWkw4lBIhDTQXJmFwttBIx9/fvtwiZpetikopohbs7NV8ZS/cdURPmz9iBI5IaEiZZ4a6OsbBUnBoBL60F37lMhGUg1DIjVia/3m54l3f06Wu3dXAfC7rabxAaMi8blvwoyPw/UPzU6LUyPljAShpxPepXfBZW3PdArhmoebyTsW2Dgl9HXHFo2Nb4tF2LPi9KywsAv7vruqPrnxo2Td5FlpLTsz9x+HLey/sXN26GH5piyJTFOMaqlyA5K4jmq/u1dx3jGk7XJswta7kpdskc9RlzKIbmr9QRtJLCfNQ9D1/CHRFP4aK16K2JGjBLIhLQ0NsduObS6I2zxixxFU6k2sHWpLnzLUUIozEHWiNz8kwa4Ip9/mG5eKuzXg6ZIgaW8HJjOYvH9d84+XyeEtlD3WFclTx2wi5dSHr/OBkppxYDeLyt5SiIzF392iPy4ERjCs7eb6r0M0WJtn017cp2hJ6XLlLzVOn4fcf0rwUWpiN4mAEMIMxIZ+A0vUD9GKAMXR8cpfm1UvFSysQf/umdvjAJqmcVGshlIG8eG1TkTKtaC3l2CPW2d2X5wpzYQUPoJT3J8nbcPdR+VndrLlpkebmHsWNi6TpnBtI9TM/3AC/uMXi8VMBT5+Z+j5mqIMFKfLRHJ7vSknp2cXpsMGgf3aYzVxgurmK2xIS5+vyOWgpaWZ750H440clJBIq+hkwMW8oec5qUFIvNvSNrxKmRTZqS1S+eAEGdgngUlVGq4KvxQ1YabkPtCR0d5lSZDPkphFbrN6zwVwyciMoN8Zm3j1aA0dH9Zj58gNhsCub5MXzaeE3jHZHl6ItofCC0DINxB3FP+4sKxWG0Zcq5ITPMxnfSDiqzlPOMRQSijhcoCQYgKzVkobZX98cmJ3JsQe9BgbyalYNhy4EAkSBv7xLrK7meaSpp+LDD4tS4ahyvLChd0PrlTRt/ja9Li6xEOpLFgUfPvGMLvE7oCRMvmed5IdVq1SYNT+ZKVfDgzL9LEzL/w0tzfXPXKLSMGT6tOwdhE89D7/7gObPHgvoLyjxaIdJ0YHWNEQ0H7pMlb433Vydzomn1R4nNyxIlQ1X3gWYq3WtsKlN+kxJDogoG7v64E9CpcL0wjDXnIw3GCQjYyMULiUcGR1bQtfX0n5gTfP5l2UuNbyiFYtAw0sDWg5VylU2GqOwIGSoMyWuxemZNbSpHJsZk4FpXjPT60Ut6AwF8Jli32DlGMTFGncUi0NB8HwxIDOE1c1ShrEQhnYFWhOxFC/1a350WD5jwpuqRcyGxsj5LX38SsbeQYlbFru7IBWBtvjs6EkjjfASzti11Mi+n0+Yblub96/phsS4PgcB8MgJzfP9wiO8Kj0Q5vuNEaF5Xc1A6rig0Mih/cPDcP8xSvkQCuk10JlQ/OY2WcRacsP2D4mwXNmczdewtX3mhqgLCVNeWSHzcGQU/vU5+L0HA0aKhInqJkdQsa4FOhPV8fxDw+K5N8q4QuL1L2svV5o731OmgBsWqlK/Hh3my4y6mruPaAZCpaLWxOSW2KUrJO4brOSTIsvErPMvy1yKuFRpZlqYjX9oRCxARkcNtCYVUSxrDBnPDKlrTbNcr9YybebTplKRYX8a8aTMBOZZOxJiVRmftFQLBvLw8pAul+5UUtd/cVqqMp2vvASj3LTGxWNSWYErZsPjp8u1satVEMy4m2PSRMgNzm8i6yuNkZnnffyUxvXLoTsmHPGaBfL+TJbAfOeKLsl1MnSpwrj0J0/Pr9muHM1Uz7uoYXyPA4UfaB44IS/MxAq8pFGMKf4s+EId5w9GNvyrJzUZV40RkpWSsrRvWCG0MJ1SoCn3hzgxJixR9sm6VnVBwlznCsaLoRBh567D8PmXQmUsnBtfy57a1C7/n2zKNKKkDBfh6MhYodQPe4rMZQhnLbAULG4Y65V1LGkK+EwY4jUTg+LqlrKyeanxhqEC7B/UpWpopidXVwK2tNdzLGeDV6xiYTBaFOKyK2rcBxqWpGFRKoxBnsF1r14wu3FlXamYU+7KCokINM8gvMocLsubYGObKC0zFZiLATx4LGQ2CAHlfc2qZsWtPaGl7DxSVSoiP0EFR7WVhLjlawx1MXPSHoetHWGC+5yOtozxvRDMoXUxWgdni7sOy3yUD3pN0lG8emmo7s9gTsw83tajaIpJnHH5PcXdR2Y76nOHiXQDMwUtsbHV5gzXOjGDmvxmjja3KbpTiuI57K5bx9xCIV6Gz7+ksZQulW12A00qCh/YqGiKVmdUMWv+9GkYzI89C2M2vHbpOXqI8whN+Sz/yn4t+RUls51489trUKCe7dWcyUpitJkrR8Grl56b/IrpoAjzHCtubBp6np5BLpk5wq9doIjal16pWZCpuv9YmQ8qpERxT4PitcvOvyxzKeEVO21mm2Q9SfKK2mXrTc7TrG1R3LBo+rjL8VDhz609s6tpPVDQ5LyxngGtJY6yzMqqg/nspjZY2iAJbDMdXcGH7x7UxEOrqVIS05lw4LYe6EkTxv7O6PI1w1TlmAuYQ3h7p6KnQYTRua5MboTkjFuRSI64ruOOIv4KLKdwZFTigIOKcCjbEuVucXpmIWm+hmUNokiPPeg1L/Rr9g3O1ejPLyYKkQRmJMn4YXjkji4pVuHXY6EuGpjl/tfnNEdG1JiO8l6gWN+qSnkD04VEmf313YPSSDTulL0irg8/s0HN2Fs+36CRHheV+0Uhz1tN+WkzV3cfgYPDkoNgLNtZT/PT6xRt8fJ1zyf8mVpBJ0CA5Jlu7bh0y637Gr59oCIUPsxLidpw0yIJsT6fssylhPmlWJznBRQNVcrp2coIqBKn2JqAmxdL6bFqK2IYgf+tq6AjUZn8W/2DmQPi4DD058vWSTPWO5apmkrh2ipsHtcMb12pyHphyImqXRIxT7G7H546LdYarTUWUmf78k7FBzbJp4Iq3PBT3afa72Y9Ss9kvuxriZdN1CCkG+a5rAHet0GR90Ir4AzmqRrkPVlPC1AoccEmZdww3zbmucf/2yVUbiyvXqDpTpaFI6eGCTGf/eAWURALftkS71iKf9utz7tFsRZMRPpmvEOFseFOhjcsSNV2D5P/9ZaViqu6pRGkhIrN55mpYzyGi/DxpwKitvHuqTDPDF63DHZ0Tn9+GYPa0VEJS8x5GqsiCLcnrfjty02w8MyhmJ2Qaqm54YtLG8/2gnoBpQaTU8F4lk/n4JGTmoxrjH+CrqTit3dUhKbNcIy1zpVGqlVVfiXQkrzdmZzsWxPD8M9f3qLoSobVsy5R7BmAJ07pMQn9OU+zoVXxy1vOryxzKWFeyS8XKln20LAw1Kgt/Q8sJYLyLT2K96yXz0zWIdjAWJ/bE9JTQTqj1v5A5ht7BqE3X46nFjc33LRYDguYnmmZcqwxG/7bJsX6NulAqkp+lZmNbbAA//c5TTpKqQIFSDjLT65R/Nb28oa0p5k38xwW5Q2omZ4WzNSeygqTN6FZCih4mmsWSIgUTL+xzTwlHPidKxQrmkzezczmaeqBy6/hIhwcKrvSzYG1rUORdMLQoLm9c9UQAbPiP1N9bo7uee9RwrwHmSBD869bJs0KS/0apriGOYy9AN65WvG6pWqcd0+S+n9waI4GfQGwfyhUSM1e0UJDNy+u3rvqhEmc2zrg5zdDQ9TkXZ0Deq+AoavJ7lBJd6/As3jG+P4huP+4CLhGOCr4msVpxQc3VzeThp/+63MSVhdzylZcL9C8Y7XiV7eW95I1zV6EMn+o5Ou+hu5kuVdANYhYYnQx1fwq718tnZgzBuA961RprkB4Rt6H5/vK45wK5mz6zG5JAC55LZREA7xxheJ3ryhfazZz1Z4ol76fbkz7hsZezw00nUnFjs7qjDMKMWR6AfzEanjjinLO26W6I3M+/NNOXSrwYWQZN4A3rFD84VUKR9Umy4xfx1diEZh5o1g4FiwILbZdSUmgmfFPUhJwq0lcA0lc+5dnNTG7TFyGkH5hs8U715RDEIwAbBiVuUWgJSfjH29WLGkQLd/kR9QSp2AEzP48vNA/Ns9CIYlGf3qtYkPrWCZvxlLJxHwt8/DRa5V4K1xd8lYIT5251+K+Y/CtlzXpiCSPmnrZEQs+sEnxz7cqNrbKGMbfZfyymPjXIBzvO1fDR69RU1pszDUPDotimHDKoVmuhhVN8sxQtjiYTV/a/BXz1JmE/3Oz4rYeyRkZO09zh0qa291fbkxmKxgqaF6/XPGmFeXPjllbxtLfbDDVdSqZ4URM0bw00dpSOdYaxqmBjz6q8YPyN3ytSTmK37pc8Z51Y+83nubNNXwNP71WvpOOyuFqVbi4P/a4JjsPy8xWztNEc2pee/Sk8ITxcdxXdsO1Cyan9Up69wJJ8P2rGxTLG8WjY88RvVeuy0TPYITDifJI/bDZW+XzVmImdPVKgBvAXz6uSyVDKw091yxQ/Mx6VTpXJoPhNYdG4DO7NRlXOm/rMDzRsTS/sFnx1zcoljaWz0ODiYR8M55Ai/L66iXwtzcq/v01FgtT5e9Nh4QjvVu+eIfi3WslF6KyTKq5jqG9yh9zfXPG/MY2SrmA5nteAHv6ob9QnWJu5upkFv5tt6YvryvyEOS8f+86xf+5RbGm5ey5mui5K+cq4cAti+Evr1d84XUWq5rlM1OWwgUePqFLId2gStd61RLJGXUrjDPj+YKRUjwN798Av71Dydmuy2fhpYqHT8JX9mmSpec1vzXvWaf419sU2zuql2XMOjZG4a0r4S+vU8Rn2XD5YsO8iehe3gRfuGP2vQO0FgHiiVPwkUc1/fmpRXvz3iMn4Wv7NG9ZpRgtSgMdN9A0RBR/cKXi6m74jxc1T54uX8xcc1WTVOF44wrFsgb5XsRS9OWgOa7RukblIvzo9w5obl4seREi7IoQv6RB8a+3wZf2ar68F45nzv7uyiZ49RLFW1dJhSMwHUfDztIRjV/juMwzK6Rz598+pVnXCotSqiTAuYFYUG/rgcvaFc/2woPHNU+fEUY8WBBGHnfEErMwJVVp1rXAtk5Fd1KqV2Vc+ONHph6L8TQ8eVpzx6j0ngjC0Ky8r/nQZZCKKP7PTj1hzwINtMTFIv72VYolDWD8OW4gMavJiD4r0Xo2MJc6lYV7jop1K+OCssohDL+9Q7GsCT79vMQ8j/+u+aM9Icq48drUAtNUCsR6mA6T4NNRWZeGiFgtuyrc6MZ61RiVpoSelu7VmSKMuLJm5vdM9Nbd/fDRxzQfu1aRC0NzfA1NUcXv7IBbe+CLezQPHJP+F6XpCA/Q6xfCO9coru6WcEGj8Ppa9vHHn9I8eLy2MZ0vjBfSJoJCusU+chJev6xsoQ60KPh/cT387yel0/xk91jXCj+7XnH7ElHi3QAshAajtnRwno1yUamIJkM6SpufqPxuiEBrjFJpTDO2nrTi7as0I64U1RgtyjqPuuW/K+mqdu516eKFfviPFzTv3yhWc8OLG6OKt60Sj+DhkannzOQKfHo3rGsNeNtKI3rqsFy5GD12dMn5+uBxzc5eMZIMF+XCaQdSUfFKLGuCFY2wtUN4ayoCLTHx5ptQvGrOZkvJmXD9QsXqZviFzXBkRATpnb3iNTiVnTzXbnFaeMNbVyk2tYFjyZmsgYilGHHh/+6SL1dL+2auvrQX1rZo3rue0n7UWkIuX7NUStA+eQoePKF55gycCXtgBFqq1aXCnlnLmmB5A1zWoVjeJK83x6S0dKxKofTAkIQor28te67ynmZDm+LjN8OfPaZ5+vTZ3zOPfMMi4Q1XdUPcVnhaTsORoqlIeWnutpwHH39Ks7ENljeWZRkvEIPLjYthY5tiVx88cFwakZ7ISFhqMZD1SVfIMmtDWWZRShLqFfCRRy/0U55fXHDFQilV6ni4pGH2dqgAWegjIxqnSuuDQjb7v+7S7OiW/AivQihJOIo7lsP1i0SQOpOTgy4VFetJOiIWmYQj1j/HUnzngGbnGfjdK2uPUQwQZvroKUkSe8+6kMnqsmt6YVrxwc0iFA+GYyp60ByWXzUHejIiY4ra8GK/5gt7NLf2KG5drBgu6hmZ/szTvDggjYf+7iZojZc3pB/IrHanoCOpuWaBIu+LIFGZfGoOmIglaxYPF8xSMFScPg7eCDHfOSDWsDeuCPNSwtyPmK143wbxAjzXC/uHNKOuCKGtMVjXqljaIIJyMiJ5FQ1RCYv71C7N+zYoruxWuO7cMlTTQfmxkxLfub5V1qhSGPiZdfCWFXAqJyUD/UDmKR2BppjEztqWKFd/8qjmuweruG/o0r1+IfzaNkV7omwBrvwx1amUkvtUPr2vhVn+6TWqbIEe/4MIrHFb3Myfe6l6IfCLezTdSRlf1tOoUKiJO4obF0kyYcYVxbY3VKbaE9AUlcO4ISo0ZGjQD4XuL+zR/Otz8zu3wmCyMZrX/3Gn5ubFUvXHKL3SoEvxp9eI4LXzDBwblSZqqSgsSCrWt4rA1xBVOJYo3x0J+IdnNEdGNL+0RdGZFFqsBYaer18oVtacJ0qKokxL439idmXZa6GOlc2KP7xqEprS5aZebgCffh6+sEeXjAuvdGgkPPWO5YqWmJwVFrKHLmtX/LeN8MePiBd9quPIvPVHD0PS0bxumSSDi3Ih31/SoFiYkmIdBV9o0PBiw0+ckK9HbRFSTS8hN9D4fu0GxGIg90pF5Pl6GiSUL+/LezlPzubhouSvOZacgW1hrl3CgcaoCs8gsStbYWTCl/doHj9Vu6JqPvvnj0M6onn7KggqlH00LEorupJwc4+Mq7LZnZkr2xL5JxLOlW0Jv3cDMYhVG0qT9YQ3fPrViuFC2EQz9AJuaVN88jYJpdzVB6ezspYNETFcrm2VvkENUXGFuoGmIar4Xw9oFjfA+zZQ8vxeijg8Av/zfs0/3gxdFYZSs44dScXNCfEM5z3hQYE2MtlYmjeyjBGtBguX6qxNjguiWFRaXs1RH2hhErOFLLYkw1a7nOZzz/fB7z2o+ZsbFY0RShq7G5ZhbIlJxYclDWMJSmthrkapeOyk5g8e1ixtMHHL1KzsG2byl09oVjXBjYslP8Jcp+hropaiKwXdKWkUp3X54NYhA8t74qbtz2v+dZfma/vCSg8mJ2GWNP/QCfiluzV/dq0I6pLDIQ9s8hQSoWVmfHy1RsZpBNSCr0OPU3XajkaYc86D/7NTs6QB1reqMKGOkueop0GsCYYmykqNHHheIPOUiCh292t+70HN3kEpGXxDqEzOJUc1xTv2DkoH3b++URGx5MAz9GZbIuR1JMcyMDN2A19D1K5ucOZrLXGZp3RkbP8PyuRV+n+AHpMrpENXcTo69pql3+EffgAdSViQrm3ifA2f2KkpBPBb28X6CoQVuuTga47BIsoHtCEXX4tCYdZYI6FUn9mt+asnZhYCVZ6PuT0cyvNd23UV8PKQhL585Brpum0EJT8QwWt9q3hRjeveCPiRkHDcQPZmc1Tx2Rc0//C05Eu9a63sk7ymNnoPCaglBlvaFScy5XjuyemKCrqSfW8rWS/UOLoaxzciFixIXdyH9dgp1uPemRlO5eBvntL87Y2KEVeXQt8CxPDywDG460jZwDAZFCLE/9Z9IoC+d728GoTWeFMMIR1VNMJZidCVfF2HQmrl7WaSwG2+4gda6BM5J+JOmS/qEl2N5ZUaCALGFHFQSmEBn3sp4M+fKI97JuPyNfzeQ3A6p/n5TRJCZoyJ5p4pR9EQmX6uvFChMDAGnmrx46Pwj89ofukyaY5nYRQpaI4pLu+UHg2Vyo1jiaEh0MJnA8RI+qePaT7/kmZHF7x3ncKyDTeZOZXqcb9nc625xjNn4Od/pPmL64WPlWUZSpU047bkQE4ly2gtnzeeq1pReeaoyhdmiXN1lk2EC5JjYRZFqu6o0o81Bz+2qi7JZjLcexQ+dHfAoRGI2XJimqoPciBrsbpojVfxf61FgP/uAc2H7tGMFCX+X3IkytVuahmXYfAfukfzrZelcoEVzpnRpou+jMEPxEoyfowJR3EyK8Ly1/bJdY+NVrii1dmbpFY8eRp+9gea/3hBNl/lGI2lyw3KYzU/RTPOcP6s8PlsVT1hGiH92V74w4c1L/ZLDwRgzBwFYZJrxFI4liq5Ogvhe1Fb8dBxzQfv0rw4IIz3+T5djkmtkcFPB7O17zwEH3kkIOOqkjBmXOpmjsza+kF5fc17XlB76IpRvIvhNYq+xg3XwgvKniWJg1dj9qiJ3zZWZPN5NyivcdHXFAJpejeTxDU3gH9+VvNLdwf0F1Ro9ZY95Fc8vx/STuX/VfhZqeGu+N0HNX/6qITX1IrS3lCiIFvMHQ2UaAp11v6b6hZmOv9rL3zsMU3RN3OjSs3yRBkbS+8q9IYVwzmKWIpP7Az48MMyNycycCojBoeZ0rtGrMfV0RUT0JUq5VqV6QrciusJb7v4EyKN0CtzrcbQ2Wzwg0Oah45LB2EQ2ij6mqWNinetFWOCCeOZDGZqiwH82WPwK/dqjmVEiS3z9ZDWgrE8fTxfFy+HfEchZ+qBEcnhqLzXVBCjU6X3q3z+eRXnSjGYmFcWfV2KnTdjGSmKp/dPHpkdLZmvBho+/hT8wo80+4fFMDRmrnS1c8WYuTo8qhkqjLvZFCgG8PfPaP7fLk2iolIYlHm0pcTgFrEUtlU+IyVKA1xf8T/uD/jULlEynjotSc5mXLXKMZUwvMXkdVTug/mA3f3w/h9IxIKeoSwThLRmh4bLmnQLNcHZMAeTo6B0fo05c87RxF8Qj4UflA8Oa46TgrSWw3E27vFHTsK7vqv5hS3wjtWKhK1LFg6zDpUMBTTHMop/eFrznQPlmPyCD7sHYGNreLDq2sZlPjriwq/dq3nTSs0vbpbkOZPIPdGYjEZa8BRf26/5x2fMwSD3PzJaDiMx6zDbVTiVhT94WPO5FyXO99YeSEflqmPGqcoDrRyv1mJZyXjwjZc1X9mnq54r87HHT4mC80tb4M0rFQknZNQT7B7zHYWiN6/55HMBn39JGLOZp4PDsHdQ0xITQXwmnUung0LidHf3Bfzm5RLf6lSsrflM5ZjNfEFZwK8FAZJfY9zyY2dn3OLMEEEg157poR1oqXbz+KmAn9uoeMcqCQEDwgZeE+1FmZdRF771MnxyVzAm/2gmYzD7QymxHllB9XHYU8Ev7TtdslQa8qr28p99EXb1BvzWDrFEmkN6otPCWMgtpXiuV/O3TwelfBND7zt7xTop3r7aeWig5bl8PZEndG7oCsbO1cUKjcyxp0GHm0SrsnV5phguitfic69TJboFCce4bqHiXWvgU8/rUmjSdAiAHxyCB48FvG2V4qfWwbLGskI0JlE/5O2VfEqUGE1fXvHICfjy3oAnT5d7Rkw1BPPecFEiCe4/Bu9cAxtawbZ0SQCr5O/jeYL524QnncnBdw/A//e8rjkvrRrcdwwe+6bmjSs0710vOSHjx1l5Dk40V4MFxWMn4Sv7Ah45WW70Wi3NZz3Jp3j8lOa/b7NY0WiqDk4iRSrjjVL86Ijm408F7B8qv+1pCdm9aZGM2xgIZoKAMk/1QqZUS3TJ+UBfXnL9Pv+S5v0bFK9eCo2x2mWZvA/3HIGv7qveW27OgpJsrCdO/q8VGplva9yZc64qCStdZU1UNRdq00WIjoTEkl69QLG6RdEel9yNnA8nMordfZp7j2oeOC4b5FzDUnBll8T6betQdCRE4EpGoODJptg3qHnspHhfTsyg6+ZcIB2BK7ok0W91s2JxWtEc08TCsm55TxoVncpJIt7Lw5onT8FzvWd3pZ4JFqakNO813VIhqjmco6IvoU3HM/DigOaRE5y3tasGq5qlOc/WDsWyRkVjVIuVEQn56s/DyQwcGtG8NCDztW9wfjHmc4FUBG5YqLhmgWZdi6I7rUg58tSjRcWJrOalAc2jJxUPHBeP4SsJm9qkksz2TsWitOQNRW0RMgbzEkO8q09z7zHY3XehR1vHxQoFrG+F6xbCpjYJM+1ISpKxRnj6qKs4ndMcGNIcGFY8eVp41VwZZhojcEW3hHMuSkun5NaYGJLijtB90S8Xkzg0BC8MaJ49A4+fPjcGosmwullyjza3SwJ7Z0Wp3awnY+zNUZqrp85odvfN3XkUtUVeuGkRbGpXdCUUDVExuGVd6M0rXh7SPNuruesIHB+dm/teSkg6cHmnyFyrmxWLGxQtMaG1QIvclfWkgMrRUJZ5+hTs7BVD5aWEalso1BWLOuqoo4466qijjjrqqGNSVKtYXPCqUHXUcclAjf9j7sI/6qijjlcgqg6EvjR4jYpFULEoaE2QyUtMZR111HFRoa5Y1FHHbKBUOVCxdKhPcrqryd+qo4466jgLuvTPpQ/Hovn9ryNx5XrIFxj6xoNkvv/4hR5VHXXUUSPqikUddcwERqHQkv1spRJibYs4pRqHOgjA89EFlyCbv/hL2dRRRx3nFXZbIyoRCy33k3gutA55TYAuugT5IrjzsL38NIhtWEbyyvXoQKOSCRpffw3Ze59BF2ZQ0q2OOuq4YKgrFnXUUSsUolA4Nk5XK7GNS4mvX0qkpxO7tREVD135uSL+4AjesV4KLx2hsPsg3plBdCZ/oZ+gjjpeWbAUKhoBQOcvnsz+ll94E8lrNxGMZlGWNXGMs+sR5IsEwzncE724B0+S33UA7+gZgpELVL1jBrAbkuFfYbkgS6GS8bpiMRVKdK3R+fo81TE/UFcs6qijVmiw2xpI3byd9Kt3YDWl0Pki2g/k4DeCiwK7pQGnvYnEFevQvk/mnmcY/sqPCYZmUQe1jjrqqAnR1YvFGq41Q/9510XjPdTZPMHQKMFoDiwL5Ywp8FqCsiyspiTxlmUktq6i8a3Xk3tqLyPffIjiniPnf+AzQPHgSfyRLE57MzoIcA+fIhgYudDDmteIbVxOYsdagkyO4f+690IPp446gLpiUUcd1SPMkYguX0Dz+15LdE0PQSZHMJJFxWNYjkOQKxAUi6AUKhbBSsbRnk+QyaMiNrHVi6TYfx111HHuEYYspm68jNRNWwnyBYa+cDcE/oUeWXWwFFiW/NgW/mAGfH9s1yzbEl6TSqBsiyBXgECT2Laa2KpFDH7m+2Qffn5sPtg8hHesl+Ev3kPsslXoTJaRHzxxoYc075G+bTuJq9bjnxmqKxZ1zBvUFYs66qgGloJAE1mxgJZffDORxR0EwxmpYILGPXAC99ApvNMD+MNZlK2wGlNEFrbjdLXgLO4A2yb7yO7Q+qguGqtpHXVcvJA9Fl3WhfY8dLYwzefnKbRGOTYjX38A79QAKuqIkmApiEawm5JEFrQTWdpFZNkCVNQRY0YqTtO7b8MfylDYfXDeKxfZh3aRfWjXhR7GxQFLEVnahc6HeTV11DFPUFcs6qhjOihRAqzGJE3vuk2UipEsKhEjGMqQfXgXo3c/hX9yYMKvO92tJK5cT2RRO9n7n5MX60pFHXWce2iILOlENSTD9scXbz8mZVnkd72M3zc86WeshiTpV+0gdft2rHgMnS9itzWSvv1yUSzmsVIByBqp0DVc55FTIrpqIVYyXjFnddQxP1BXLOqoY1rIAZd+zZXE1vYQZPOoiFgEh792P5m7n5KPWRYTlYb0TvYz8s0HUVEHXZxhtRalJqhpr8M8xxoOYCNc6fBSgZ65sGFbFUOpURCY8HlAnknPvMKmVXHIThRypsJ7oyrK/1aUC55uLsz1NWfX2C9d2/zHoIZ1qhR+K8c/RniYZI4qnw3KVctmgsnorXTdGq8343mbwb3MtSwFfkB03RKsaCSkT4WyLbQfTK5kaEAH87LKq3hIEV5TubbhHAYjWYa/eh9BvkjTu24FP0D7Ac7iDmIbllLYfWhqr8W0+2eO6KLyPhNCgUXtysV4/jbTsNPZ8Mnxc3QWn5khfzPXVULXsQ3LS3RQmspKnjweE+29Wu892/OnjlcE6opFHXVMhTBkKbqmh8QV64SRBxqViDD69QcqlAo1OdMOGfKMlAoTMlU6jKYQCKo5hLUGf44OgvGHdjV9OirL9E71PMZqWetQAz31NUvC9gznYLLrj7k2k39mqmcy16hcHzOnEykJlQLiXDzb+OvM5fqcy3kbD3OtcB5ja5eg4lFRJrQuVxmaq31wPlHqmTOOHsxahXwge/9OktduJLKoA+162C0NRHq6QsWCyedy0nUK/5mOLqqBEdTPheY2V/xtoutMNW9G8K6GV5vPm/vUMqaK68bWL0U5NqDRhvfPdf7eXJ8/dbwiUFcs6qhjKoS8Mr5pOZFFHQSZHCoepfDCITL37ZQ3p2OqMzmIjcAVaFQ0QmRJJ05Xi7i+Y1EpMZkr4J0ewD1yulzCdpoY6ujaHuKXrSLI5LGScXKPv4B78GRtYwPs9iZSN21FF4uoWBT3yBlyj+6e/vANx+YsaCOyuAOrIYlKRCGQcon+4Aju0dP4Z4bkO7UcWLZF8qoNON0tYFlk79uJd3pwzOHodLUQWdKF1ZxGxSLgB5JwP5LDO9aLd6p/0vmzmtMktq3GbkkT5IpkH36eYHBU3tQaq7mB6Ipu7KYUKhEXOazgEgyO4h7rxTvRN/kzhXMTXbuE+JYV6IJL9tHd+KcGAIgs7ya6cpF4ykay5HcdKN87vL/T1UJs3RJUOoEueriHT1F8qYaKQJXrs6idyKIOrIaElE8ONDpfxB8YwT1yuhyOU8X62K0NxLetxm5MEeSLZB/cRTCcKY3bbm0kurwbqzElPRsUcq/BUVmTk/1V30vFItjtTditjTitjViNSWJrFpffjzo0vPUGEcAmcJZhKXS+SP7Z/XjH+6qdufmDcH50wSO/cz/R5QvQmTxWOoHdmpbPqIk3qYo4JK/fLHtDKUZ/9KRUryvRhRa6WNyB1ZTGijpo3yfIFgiGs7hHz+CfGZx6fOGtkzdsweloRrteWciuHJal8AdGyP54Z02PH9+xVp45V0DFY2R+/HSZl9SAyNIuEleul+skYhSePxjmqDAxfwsFb5WKE1nYjh3Snoo6oKywJHCBYGAU92Qf/unB8Jmn5tcGKhHDaWvEbm3EbmvEak4TXdqFUbitVJyGN147sRdOA7ZFMJoj/8y+6deoEoEGBZElXTgL2rDSIT/wfCmn3j+Me+gkwXBY1riuYNRBXbGoo47JoRDBp72J6OrFpf+rWITMvc+IYKfOASO1LAgCVCxC4sp1xDevJLKoHbu9CZWIiUDs+gT5In7fEO6xXgrP7Sf78G6p0T8RczfJ5wvbafrJm8OckRRWQ4LBz/6gtoZalkXy2k00v/+16JxUwBr5xgOhYjHFQak10ZWLSFyzgeiybpzuVqlkE/b90AUXfyiDd7KP4ktHyD78vAiVVR5WyrFJv3oH8R3rUI6Fd7xPFIvwWVO3biW+YTnOwjasppTUfw8CdL5IMJLD7x8h/9x+hr9y37gLyzM57U00vOk6oisXon0f98hpCoOjWKk4yRsvI7ZxOdGeDlRDEiseFSG16BEMZ/BODVB44RDZ+5/FOzVw9jNZCnxNYusqWn7uDoKiiz84SvbUAMmbLiP9qh1EFneiYhGC0RzFPUcY+vKPcQ+cACC+bRXp115FdOVCrHQC7fr4pwfI3P8sI999BKrxlmlNdG0Pyas3EFnahdPVipWKlxWLgos/NIp3vI/CS4fJPvS8CCmTrU84b3ZnC41vuYHIkk6051Pcf5zicAarIUHypq3E1y8j0tOOlU6KYgHS6G04i3eyn/zug2QfeFYExCmUssQV60hesxGVimO3NGC3NGA1JtHZAtoPUEpBxKH53bdN8vgaFXHw+4dLzznfk50ngy66+P0jEhoTJn6XwqgmgYpFaHjjtURXLQLLorDnCIWhA7KGbU2kbt1GbN0SETAbk9IM1A/CHhoZgoFRso/uZvTOx6a4iQU6oOEN1xDfsvLsPhu2JQK6bVHYe0QUi2rWIKSL2JoeGt9xE3g+VjpBUCgy+p2Ha+LRKhYhddvlNP3ETVJoQ8PA0HcmT35XEF23lNi6JUSWdBLpbMVqSYsQbhqmuj5B0SUYGsU7M4S7/xiZh5/HO3x62v2TvPEyEltXhcqh0LVKJ9CZfMlTYSXjNL/31RM+j9YaFXXwTvThnx6QPVslXccvW0n8inVEezpxOptRyXjZIJN3CQZH5PzZfZDsQ7tEwQjPrzpeuagrFnXUMRlC5htZ3IGzqB2dL6KiEdyjZ3APnz439wyZstPdSsMbryVx5XqsVLxk2VOWBa4PaFTMweluJbK4g8RlK4ltWMbw1x/AO9Z79sER/p1/Zh/Zh54nvnUV/uAosY3LiCxqF69FtdazeITktRvxjvehog7usV5Gf/TkmPtMhNSrdoiAvKhdDkSt5XmCMJ7dsbGb0zhtjcQ3ryC2YSnD336Yws791SkXGvyRLH7fkMxVQwKQ5Pmmd95CfMdalFJy79ACL14hsQhG17dIqU6YcC605+MPZ/DODJaEBisdp+mnX0Xymk3lSj3hd7UbgB+gEjFi65YQW7+U6IoFDH3xXtxDJ8daP8PfQa6Ad2YIbIVSiuj6pTT95C043a2iAGXzYCni29dgNSQ58+efw25vovm9r8ZZ1CGKUtFDF4o4XS00vvUGdMFl9HuPTj2HSpF+3VWkb92Os7AN7Uk5VmVbYt0vrY/0ZYlvWUFs/VJGvvUQhecPTi1MeD7+0CiqNyaKStTBakrR/NOvInHVehG+zLwFQWl9VDJGbMNSYhuXybz91z14R86cvTahUha/fA2Nb78Rr38kDGXxJfxpnIlZTzZOreVZg/mZXzEb6ECHczHVhzT+UAa/X7xRVmMKEOt907tuJbZ5ZTkEyw/QfrHkCbTSCSKLOnCn9S7Ja+6xXuzWRvloKoZyHLQfEAyNli3stfT6CW+VuW8nsbU9RJZ24Q+NkrxyPdn7doaeF6ZeV6MIdzSTuGwl7uHTqGSM/M6XyT72QmmOxn4Hmt51K4krN+B0NstHPD/k1UpKA/tyY2VZ2E1pnM4W4ptXEN2wjJGv3k9+576JeW9I16nrN5N61Q78wVH5jOdPQMN6GrrWteWJRBwa33o9yes243S2yPnDWH6gojZ2WyNOdyvxy1YSW7eE4a8/IGdJXbl4RaOuWNRRx6SQA8Fua8Rpa5TwoVSc4t5j+KZx01xaM8M8DWdxO83veQ3xzcsJ8kV00QWlKL58Av9UP0Go4DgdTaH1XKE1JK/bjN3SwOBnfzix4KokvKD48nESV6xF5zSRRe1ElnXLYVDls0SWdEllrFwRbBvvRN/U1l0FDW+4lsa33QC2TZArYiVjuEdP4x4+LWUxbQu7OU105UJUQ4ogmye2YRnNLY0MqR+Qf2aSw3f8rSxL4o412Mk4dnsTTe95FYnta2Qaih7e8V780Rx4PioVw+lswelswR8YJffkntKYz06OVuXr+wHRNT0kr91I4qoNEqI0nKF44AR+/zDa9bFScZmrnk6xzFqK+NbVaK3p/8TXxnaAVhX3iNgEBZfouh6St25DxaLiIcvkSGxbg5WKE4xmia5YSPKajcS3r8ZZ0E5xz1GKLx/HbmkgvmWF0Gs6QeLK9WQfeG7yLsyWovFtN9LwhmvAkj4IViKGe+gU7tHTBNmCrE9LA9FVC1FOgiBXIL55RUhv36ew6+A0ScHhvAWa2LolpG/bLoqe4xAMjYbzNoL2wnlb1h2WdBYLaOLyteAH9P/T18/OVQoF2Oy9z+Ad7RUhqJQcrGl47VVYjSm074PrM/zV++XvCZKHlaUI8sVyeOBF6K0AIOJgN6VkbiyFdl10NgyXnCr037bAtkXATsdxultp/tnXElu3RL5acHGP9YqC6wVYDQmcrhbstia804Pkd+6felzhWo187X4y9zyNsi1UNCIhbC0NNLzpWhmDpaZORB6PUDH1jp7BPdFLdNUidNEjumIBkYXtFIYy0yuL4VpHly/A6WrFH86gLEtCfQZHz1aWjCLS3ozd1ogueqH31cM9egbv9CA6k0P7AVYyRqSnk8jSLoLRPKCJrV4Mb70B71S/eGbH8xwzV995hPyz+0sKC0oKEDS8/mrxQmlNkMkz8sV7JwmF0tLfJJPHNeF9U9F11KH5Pa8ifct2tO9LOFgsQnH/cdwTvei8i3JsnPYmIisXgm2hix6JK9ZhNaUZ/Mz3cA+eqodFvYJRVyzqqGMyhBYXp71ZwmZGcijHxjvVP7mQNqv7aVQyTuObrxfBcDSLlU5SePEwoz94DPfQaYJMDu16KFus5U53K6lbt5PYvoYgkyO2filN776Vvn/4ytk1+8ODq7j3GO7xPpzWBvAC4puWk396b3UWQscmefUGCS1xbIKhzOTCRHiwJG+8jMa3XBdWM/EJRnMMf/leCrsP4g9lQsXJwkpEsTuaSV2/meRNlxFk82J1f9uNuMfO1BQrrYMAu6OJ5ve8iviWlehsntF7nyH/7MsEgyMEBVfCzaIRrFSc6JIu7AVtFF88VFqLSWFZ6HyR1HWbJDQtYpO57xmy9z+Hd2oAnSugfR8VjWA3N5C4fA0Nb7oW7frogktsdQ/JGzaT+eGTk4b26HyRxPY16KLL4Ge/T+6JlwDIPfYirb/wJqyGJEG+QMMbrsFqSpF77AWG/use/P4RrESU9GuuoOEN16GLReyWNLF1S8g9/uJY4T+8d+q27TS8/moRavyAYCjD0Od/RPGlI/jD4fpYFlYihtPZTOqmrSSu20SQyRNZ1E7jW2+k/1hfWdmeDOFzJW+8DCsZR9k2mXueIvvALrwzA6KomnlraSBx5ToaXn9N6IFxia1fSuLaTWTvfWbsvIXPU3jxMIUXD59129T1W7BaGsTS63mMfOehS84jUUK4x61YhOjqRSGvsCWszMT1V/PwWuMsbKd562piaxYTDI0yes8zFHYfJBjKEBRd4VexCHY6TmTFQuymNO7Lx+X70wiU7pHTcGSs11clYqFyW/NThxeQRys8f4j4ppVYyRg6EE9Wcf+xqopnWI1JEttXExTdUvjQRDQlCAX/bzxAbPVi/KEMucdewD10Em9AuqXrggta+IzdmCK+ZSUNb75OFPhsnujKBSRv3srwF+6e3Mu8c594NcYh/aodqHhMFItckdE7H611xsYivH/jm68jffO2kpfcOzXAyLcfonjwJMFIVhQo20YlY0QWtpG6/fLw/MkTW7OYhjddx+D/+y6Byfur4xWHumJRRx1TIepIPKsJqXBsCbWByS20luLszNBK6ElzIJLXbyZx5XqCrCRX5599maH/vAv38KlxVygSjEoMunv4NLrgkrhyHUG+SGz9UhrfcgND/3nXWAEs/F146TDFfceI3rwVfyhDfOsqnO8/TnFMoubEsBIxEleuQ7seVjyGPzBCbqIwgTD3xFnUTvrW7ahoVLwv+SJD//GDkqBcCT+bx+8bxjt6RvI4rtuELrpElnTS8LqrGfz371dnBVMK7XrEN6/ESscJhkYZ/MwPyO/cV3Lpj0dxz1FUMj7WizAFdBBIOFQixuh3H2H46w+cpWzqXJFgKIN79DQqGiH9+qvR+QJWMk58yypRLCZ6FAX4AVZzmpHvPDwmgbWw6wD5514mefUGUAq7vQmdyzP4n3eVEr39XIHMfc+Suu1yUEpisztbytcOvVcEmsjSbtK3bAfHRhdcdCbPwL99j8KzL581LD+Tx+8dwj0m3qnE1esJ8i7RlQtJv3oHQ1+8Z5pwq1DhCxPCR775EMPffLBceGD8vB07gxUTJSnIFrDSCeKbV4hiUQ0MLVd6JpQCxw7DCS8xVJQjjixfQGzDMnTRxUrG8Y+cobjvWPj2NF4/BYHnE798DXZjCu9kPwP/dieFFw5LaM84eEDhxSOyf3JVNiAslS8tDVli92eDkO5yT75E6hbJBwkyeZJXb2T0O4/gF6dQfI33obWR+GWr0PkiVmOK4uHTFHYdGHP9yjEDuIdP0/cPXyHI5MsFGsahRNNHTqM9j+affa30QnIcoku6ULFIuVrZdFCIV6liEGOqNc9EaQ7zB6MblpG8fgs6DEn0+4fo/+S3cF8+MfZ5ADI5/DOD0rDRtoltEg97YutqitduYvSHT9S9Fq9QzNQ2UEcdrwioiIMVq4gB94Oy8DmZ7hBo8XZM+nN2nC6BHGqJravCmHMIRvOMfPshUSomaoIU1lr3+4cZ+q+7wxhceT2+bRVOV8vECoznU9x7VCxKSmGlk0TXlJPTp0Js41KshhQoRVB0Kew5IgfieBd8+N/EleuJrFwo4TUNCUa+90hZqbDGCRdKXgtGcwx//X5JDNcabIvY+iXYHc3VHVLhfFrpOFgWg//xQ3JPvDg2RMbofhV9I3Q2X31ccDjPxX3HGLnzsVKo01ghllIvhdEfPhGGosj7dnMKqyU98XyHLykFhedDoca2StcuvHBIrIaWKFASIjcw5v46V8A73iuhW/EodnO6YlDlX8lrN+L0dKJzRaxUguFvPlhWKs5aU5mrYGiU4W8+gC54mMTg2IZlWK2NVQoRisKeo4ze+ZgoFZPNm+sz+sMnxJMRvm+3NGCZEJ+ZQHMReyt0eU0sdfa8hfkPsfVLaX7vq0o0qj2fwr4jIvSaXiJTIhSyG5Lg+qJU7DogSkVp/6iJ90+1oWNhxbvSz0TllGcCS6GzBfFQFFxQYLekhb9NNx5LEduwVAoIWIpgNEtxz5HSe1OhuO/Y2Kpv4xUnRdjnSLyO7qFTqIgjBpq0hJPJ56a+j4y18j9qivdqgVwnfes27JYGtOuj4hGGv3h3WamY5PzxTvYz8r1HS7k3Kh4ltnkFKpWoKxWvUNQ9FnXUMRFMSEHEQUWjJcUiKLpTJkHaXS20vO+1Ejo1/qAMNCoRpbj/OIP/dudYi6rWRNcsJrpyYeitiJG971mKlZai8dcr1RYH/8wQ2Qd3SUiL52M3pUlcs5GRrz8wLmxEfhVePEzx0Cmiqxai8wUS21eTe/QF/N6hya1etkXqus3geijHxu+fzFshz2o1p4muWoSyLLRt4R3rLYdNTWTJ0uXr+P0j5HcdILFjjcRyN6aIrV9KtuqKJhosi/xTeyU/A0pW+rM+N5OzT2usZIzMfTvL5RuneJ4gk6N44ASxtT3oIEBFItgtjQQDoxMrqLbCH5RwCnM/cy3vzKCEWqkIoCnuP3HW/bUXEAxlYQkox5YqVVBWqALJHYqsWCgKim3hHjlF3igVE81VJb31DlHYfVCsu64veR1re8g+/PzU6xNoVEOMzD1Pl0Onppq30RzuwZMSM+9LpTS7OV1dMu7Fq0FMAA0ogpGQHsbxILu9iUhPJ4ltq4htXikx/3nJZSoeOFlRqamGOdGQfeyFsnIb0s1ZH5pP0xyOJffUXuLb1uB0NKGLHslrNpJ/Zt/EXgHD6xtTJMMSs1YsSvHl4+SfC/fDdPymsi/FRMK0BrSsWVAoUtx3FGdxeymcTCXjM3rcOZn80KDkLOogsrgDlOTauPuPk999sOJWE/CDkHl5x3sp7j1KdPVidNHFWdBGdFmXFHa4SCur1TFz1BWLOuqYCsYyaBhjMMnBEULFo9KQKxEba/0OK96oVLz8fSMYhf91FrRhtzbg9Q2jYlHyLxwUK2CVjDn3+As0vuV6gkIOKxUntnIhZzn/K5McD5wgtn4JQTZDbN1SSVjsHZr0+nZrg4RXBAEqYuOdGZQ+CWeNTx4ssriDSFcLuuBixSLk9hwt1zs3czIRwmu5B46TuGo9uiDW9OiybrL37azO3R8e2NlHni8LE3N2uIVKZrZQjimfbo20lmo7Vrn8Z0nYn0izsCz8odFyXHhl6HWuMOZepdC8MfcLKsK+VDkR1oRBaS216dsl6dSKRci+cFiScktDmmBcRrgMNO7BEyQuX0MQho1ElnTBVIpFeO9gNI+7v7p500GAPzAM1uLSvKkx8/YKEViUhXZdOv7XT43r/SD8SUUdrFgUqyFRygGyknG80wMMfub7kp9Ui4AXlt7NPvhceYovhqkO+VvxhUN4pwaILGglyBaIX7YSqymNf3pggu/Ir0h3K9HVi6WYRCxK8chpqbBXVUW6Cd5X4/4we8cPCEbzKGWhtVcubDAjzMUekGvEVi/CCr1UODb5515Ge+EZZrqQT3J7nSviHjlDbMMygkwep70Jp7stVCzmYIh1XFSoKxZ11DERjIHf9csHuRbrr5qqWkmgCYoulim3ZxhvGAJlIVVnxt5LhGCno1mssrZFMJyROvRQNWP2+4bDkBypBW81pVDpOHp0XBJdeL3Ci4dJ7FiLlU5I+NRlKyjuPSrJuhMguWM92DYqCNDZAvmn9048kPD6TmczdlsT2vNKVaBKeQjTHdSeLwqWJeVhVdTBGhPOM5UQj4SAuD7usd7wK3NoNdOgHAv3ZF/1CYpalw9pzdRVb7SWsri5wsQ5ISWFVQSWkldj3Bil/GQ4VxXx9+Y1p7s1DHvwUIkY7uFT5XyHydbH7Iuih983Uu5EH4tIiFJ5WBNCORbu8b5yWd/pCDuomDcQIbqWakHj71FFpMl8hQ40Tk/nWfq4Nh6eIBD+gVQhyu86wOBnvy/CcemDVd0JUAQFF/fImTl8gvMEw9+e209s5QLxHjs2ie2rGf3+4xPOg4o6xLevCRUqyaMr5VbMFHrcH+ZXwQ0LVoT3vtA0Gc5XZHEHVioh4VmxiHjLDf+Zhh8E2Tz+0Gi5B1MqJecKYKqz1fHKQV2xqKOOKaA9T6zGoddCRSNTlkHU2QL5p/aWexpojYpFiV+2Eu1KjLIaH0+uQcVjWImYhDhYllTjKYQKSLVGRj/AHxyVhF4doBwHuyGFN16xMEncuw7gHjlNfNtqgmyBxBXrGL3rKbHqjRfElSJxwyYJwYk4BAMjZB/aFd543ADDg8RKJVDJGHrYJ8jmabjjatK3bq/uYQAVDRMaTYnFqEnurGJClORqlAXzOT7YLKmzf86uH8bGTxpWUYGgluaGUBJorAZJPteuj87laXzrDTTccXX1l4lFJN/IrI9Jvp1KgLUsgsHR8rxVM21nfaZWSexCS25zAwXgeejxz2O8S5YFnk/+uYNkf/wMuV0HoNqE4LNuJjkGeoJk7XkPk8T92Iukbt6Ks6gDXXRJXreZzD1Pjw2HMvw3FSdx9QbxviXjuHuPlQ0nteQJKIiuWoTT00mku1WakCbiWMkoODbKcaQSXTohZcMdex6I3CG/bkqjoo6ceQWXlve9Fv3Tt1d/lUQMnRMPu1IKFa+CH9RxSaKuWNRRxxQwzcbKVhddtsRMwDD9viEGPv290lmvPR+ns4XEjrWTlDuU66qoI4KZ1mKlL7iiiNQ0WI3OFkRx0YBjY5nY3fFGI0sRZPMU9h8jtnGZxNguaCO6rJvc6YGzni2ycgGR7jZ02HisuP9YGOc+gScg/L+KRkLrskYHGisVh4Zk9c8TWmDDi0rDKZhcGB2TLCmlTc9Z8qAK12i6pmMzvj4TJ/pPhFobUZlIvGhEGhQi1nArnYCwKVpVGLc+TLc+Jk+pUKxtzHOpF1y0Mo4GxyH74534Q5mwV4s0RQuyBXQ2j3uiD+9YL7roVlVadUoowuIJczP6846wqEXx4Emc7laxyC/pJLK4g6IJw4PS80VXL5ZeRbkCOl8Uz60pSlHFHrS7W2l49ZXEt66QEtSWBbYlvysT3aEUFltqpDf3T18jQn4di5RCnrTW0iBxmqT1MfAD8ZIquaaqDL+s4xWFumJRRx2TIazo4w+MhExSof0Au71JvBaTCZWuN4aXVl1GcA5wtnF3ahd24bmX8a5cj7OgTUrWXrGW/K4D5WZaIZLXbpLL2RZBtkD24d3hdaayTpcPJaVk7iadswmgQsuXVmH4znRn3IRDOYenWmUn23NxG12RgDNnqNAwLQujLCtlzW59lKJqESnQdWGjVmhQts3InY/hHe8V/lNKpj9X83ku6O88IdyXucdfJL5xmeQOBJrENRspHjgxRllQsQjJq9ZLSGDUwTs5QP6pvWOuMyHCrZR+wzU0vPZKMeKYUuMVxRa07xNkC5AvSv8P18dqSkmltvlkza+oGCb82ocabFslfoAKlagLrzLVcWFQVyzqqGMaSO5CTg5z18fpbMVKJwmGRqcO9zfvTWn1CQ+folvyjOggtCbXmtCnFCoRRWstfN33CbKThFOZJMe9x3CP9hJZ0iWdnbevYfir9+Nl8+UwgYhD4op14XUtgqFRCROY7NlD744uuKVEX5WWfg/5nfvCcro1Hqi2VW7gN58O43OJc3Iu6zHrozWyPqkoI994kMKLh0rW8Jrg2Ph9w+Et5vH6XOyyjvH0nCtP2aWC0BaRf3IP3puvJ9rcgC64JK9az/CXfxyG8MnnrMYU8W1r0K6PlYzhneyjuP/Y1HlZoSejIQwfLHmQ/AD/1AC5x1+k8NIRvJN9knugkQEFUo618e030fC6K8VrccER8oNiuciFijoMff5HuMfOiFGtli2tNUQdvGq6fNdxSaKuWNRREyxl40RiaB3gugWm4zhKWdi2g+97aH2RHYbho3l9Q3i9gzgdLeiiS3TNIuz2RlEsptIsaogf17miWLVsCwIfuzFZrn5TZe6bsi3ssDeCCpOXg9EpOoSbJMfnD0j99ngUFfv/2XvvADmO88z7Vx0mz2zGBuQMECBAEARJEMykJAaRytG2dJacs8/33dk++RzOPvuczj7nsxxlK1miqMwk5pwAEgRBgMh5c5jcqb4/qrtndrELbERiP9ISuzPdlfrtqje/Jon1SymcGggPhPjG5WjJhGrTcii/sndSc/IqlqpwLVTArds7NG7htQjnGCHNVWsxLLqG2z1IdaIq6hc1LiHGpt6dJmLYzgK1wVVfP4DZ2YLQNUQ2RWL9UlVLR+InrViOMJUSxx0u1tJTn6lZTxJbPp/U1nWIhIms2AjTIP+Np8h/5xlwx3s2wYsnRwm4F8pT9IoVpOMnKtFUevDqjktxP4gw14gK5EWYNAw9xk03/Cgf+9Dv8sF7f4P1l90SfpdON9HRvjL8OwhQzqRb2LD+PTQ1dgbfnMshzwxB2tPD3diHTqlgVdtRaQmXdIy6ZkbQBNKycXuGVM0H16uZymHSJ4/WmEXPKJN/EHzpjZQmtpgEQY479uH0DKLFjLCCt5au5VVPbVlDULRMVq26oO2JRqK+cPuGcAdGVICi7WB0NKs0vHBRkcGlB/V8nJ5BvKGC0rY6LkZXy8yrH1/ouFC4uAhzD39vLj33Bl7Rtzh7ktR162oZmWIGyavWqBSrpoE7MFJTnEy0t/tnW+KK5Ritqk6GiBmUnt9F4fsvTCBU1MHQ0VJxFa92QWyE/n5wvA9ZrCB0dQaZC9rOmKgkQoSJEFFNhEljyZIraWtbyhe+9J958JG/4LI1t5BraAdg6ZKr2LTxbnTdIJHIIqVE101c12LXm48yMBgEzKlNLJVsIJtpJZdtQ4gLmAw1TVVy3XccHFdltSlWSd+yCaOzxb9mdg4H+2Q/bv+IqshatYmv8ethjNFwTYTklSuVaV3X8MoW1qHus9+kCbzBPPahbqSrgnHjaxejtzQAyiUrvm6JCpz2JPbRXmXiPqN3ly+QHe3FOTWgBLKqrdpt8oWlqeRYvBDO3ksJPt9jHzqF0zekMsFU7ZovOly6z2eW3tUIFwmEwDneh32iX7kqSUl8/TK0jKJzrSFDfM1CpCfBcbEOnVIul2ekE/Wd3tqASMZUtemYQeXVvROm6g7GAqDFDMz5beB40393xgo92gzOUL8t6+2juCMlMHSwHRJXrFBuqzC1cUav2DseFzBHF+FCghAaXR2r2LPnSQDKlTxHj+9i6aJNdLSvYuP697Cg6zLufs9/ZsWyqwFobOzk1pt/gnvf+6u0tCwM21owfz233/pT3HbLT3LHu36BVLLhvMxpUvA33cobB6m+fQwtGUNWLWLL55O+ZZPS8IYF74LsH4Qafv+LSfVR3XuU6r7jaMk4XrlKYvMqzMXttTbGMnt1mUa0hjTpGzYgHT8d7EiByktvjWp//L7VP5VX3lLWBdNAepLEFcuVm8CGZb4WWwVfF596bdR9E7YpBG7vENaBEypuxHaILekgeeUqdY1vVRl/Toz+PNIyzy6CIomnBrAPdavn4zjEls8nsWnlqGtOI93z8Xym274/Rul6/q9SufsZ02CWIlycCIK4n92p3JX8YnSJK1YAkNyo9jlh6LgjRcrPTyIpRWDtMAwQfhA9Aq9sjfp+9D011zVzSQfm8i7ldjQdIhSoDEx1Y6y5zU7Q3tnC/ITAOnAS51S/2g98BVPi8mWjrrkg9oMIFzwiwSLCpCCEwDSTVC1VjEtKD8+1iZlJTnXv5aVX7uPYiTf51vf+kDfe/AFCaPT3H+HpZ/+N7p79GHrNxeKmbZ/i1R3f4f5v/x5fve83KJYGz9e0zg4pQVNar9Kzb6jMIaaBly+Rfe9Wsu/bVivcFmRpCX58gUMdIGfqA2U5GCpQ2b7XzyIl0LMpsndv9dMlytMPO6n6FOkEuQ/dpLJVBdme9h5X2U8mqphaPz+gsvMgTvcQwlC58JNXrgJdI7FpJUJX/sdesULlbPEVY1B+/k2sAycQqQTucJHs+28gdeMGMPUzzKk2LmIGemuDmts7DefggC49sxP7aC8iEcfNF2n4yM0kr71MaS3DrENjxlT3fETMRG9rRG/Ozd0gZygAeMNFv8ieylqT3OwLtxEDdH4QKBSCHy1gWCd40Jo4/Z4pVpUrvbgHt1AOlT3JzatAEyQ2r/JrB4laUbyzxbQFMWRBnRxNgOsSW9Y16vvR9/hCxeJ2ch+62Q++n0SmuzPAGyqAH7coTD0s8HemMZ8NxR+8ijeYV2dcuUrjp+9Q6chHZSEb0279fpCIYbQ31YplRnhHIgrejjApSOmRL/TR1rqYt/aClJJsbh6HDm8HIBZLoWunk5MEpOdStWpBxK7nUi6PnKuhzxy+gFB6eqeyVNy0EVmu4hXK5D5wI/HVCyk8uh37cLcSClzlMoWuK7P3ss66/N6M0jSN28eyLtK3XolXKJO8ciXC0Bn51jM4J/r82gmu0rzFY+jNWTLv2UL6+g2quFMyhnW4m5H7nhzV7hnhuzlV3zxEbFkn6BqxpZ0YbY3EVi8EXUM6LpXtb08+da4vkNmHuyn+4FUafuh25RJlOTR95i5iy+dTenonblAszVHFA9E0VWU7HkNvbSC2ZhHJK1ZQ3X2YoX9+YNJ55S8JzKVG3X8+1r7jFB/fTsNHb1HWKtul+SfvobByAaVnd+GNFJV7h898hc8nEUNvayK+ZhGJjcupbH+b4S/94MJ6PoE1btchYqsWKt9xzyP3wRtw+oaUT3nVVtnONKGqypuGEvILZUWTEWYf4ykToFbleeznM82AJQDLprrrIPr1lyM0jdiK+ehtjcRWLlBdVSwqYaDyWSSLwHXowAmS+bXKwly1ydy6CWvfMax9x0fvk6aBlk4QW9pBw0duxljYjpcvoSViSjE01fkEdL3zAObCeYp+dZ2GD9+EOziC0zsMY+k6ps5mr1BR59N4cxKCymv7KT37Bpk7r1HZoBIxWn7pwxQeeJHyK3trwlSwH+iaKviXjGO0NxNft4TE+iUUHnyZwoMvXlj7QYRzhkiwiDApSCk5dHg7t93ykyyYv46mhi6SiRyHjijBomoVSaUbmde2lKpVZnj4FKlUA4sWrKelZSELF1xOtVKgXMkzNHyKZUuvIh5PY+gxTpzai+NUzjKC8wy/4Fr+m0+hZRIkN61COg7eSJHYsvm0rl+GM1jAHRhRNSBMAy2VwGhvUtqfQjk8ECZMI+tnXcp/+1m0XJrklav82IRFtK1ZRHXvUZxjvXhlCxE3MOY1EV+rsjl5VQstGcc+2cfIfU+MXz17IgRB3C/sJrVtvapp4Xlk79mKnkmqNjxJ8enXp7ZmnooNKT62HS2bJHvvtjCDSvqWTWRuvRL7eB9O3xCyYqmsLXETrSmL2daEyCZVoS/HpXJJZis6z/CfT+GBF9EyScVM+PEwmXdvIfOuq3CO9+H0DSOrFsLwhdmmLEZbIyKdVEyG7dRVIL+AELrBvEH6hg0YC9qgYqE3ZWn9/z5OZcc+3J5BpKN85EUyht6cU+/5t57FPtoz6YxsESYHkU6gN2RUFiZdU9ZQ/703mnM1S4QELZMkccUKpCuRlqXcf1xPFZezHNzBvEobezb4z6/05Oskr16LSMYQ8Ri5e7epJCO6qgZfen6Xf/1ZHnhAVy/vIXXdehIblyOLFbRsiuaf/xDll97COXxKVdaOm+jNOWIr55O4bAnoOtU3DlJ98xC5D96o4tqmt5SUnnqd1PUb0JtVKl2js5nWX/0hKtvfVqmfXQ8RNxCJOEZrA+5wgfw3n8XpHhifrv15DX/lMbR0gtT1GxAxHVm1yX3gBrL3bMM+2qPW3bIRhq7emaYcxrxGRCKGtB2/uOu5q90U4cJDJFhEmDR6eg/w6o5vs/mKeyiVRnj+xa/i2FUAjp/YTVvrEq7d8hHe2P0ow8OnmNe2jM6OVVQqRTrmrWBw8DjHju/isSc/z9WbP8Tll92O0HT6B45e+IJF4BJ1apChf3kQL18muXk1WjaFtB3cfAlhaEqQCAqPSXztjouWjIcmfzeoxzBRH92DDP3rg6quxFVr0GIxpOP7vK5bQqDKln5lZiEEGAbVt44w8s2nqO48OHVNkSZwugewj/dizGtC2g7Jzat9/3tX+ePXV6yd9Lqpf/LfehZvpET6XVdhLmhT1cVtF6OjCaOzecz1/tpVLCWUVaxa2tyznflejfnA9WaXKZSy1q7f15RQf6/rMe7g/Fz4qljdxINX17j+HE+/TlkK68Z7FheJka89oZ7PLVdgzG9TfIfrYXQ2Y3S1jLnefz5V//mUHFXn5Wxz93z3j6lqMIN7JWpNppKJTYA7VGDk/qdp+MhNGPPbFFMkpWIyAzcbUNrjeAz7eF/NZ/08SxbSkyFDLV23bu5zNKbg/XEnWfV9svCVHImNK8jdfS1aQzq0fIlYDIR6n7xCRc0TMFobaP21H1JPwPPrrlSqaj/qGWLk609S3XVw0goUa/9x3J5BxII2kJLkVatVsguJYph7hiavjBECWa6S/86zyhqxYj7ScdGA9M1XKG1/fQC4VC6x1q6DDH7hIWS+RPq2K9HSSX9PmPpaO92D5O9/iuwHblB7dtVGMwxS160fTdeeRKTiWG8fDy0XZ6RrKRn8h+/hDuZJbl2P2dmsrOxSYi5sw1w0b9S8avuBgzB1vEpJpU6P8I5FJFhEmBL27H2aPXufPu3zUmmIZ5//Uvi3EBqHDm8PXaXqUa0WeerZf53Tcc4JPMX4u33DDH7+O1T3HCF51WqMjmb0xixaKq5Sq0oJrlSxFRULt1TFGyniDuaxj/VSeW1frb0z9fEP38Xae4zkVavR25tU+tl4LIyDkI6r2u0fprr7KMXHXlWaqumYnwMt3Au7SW5aqWIabCf0Zx758mMzWzshKD6+g+rbx0nftIHYsi70lhxaLo0WM8A0fMbRxavayGIFd6SI2zdM9e3jlF/aPWqc4/ehtJx6UwYvZigX5plkSxnbvKGjZVNhGmAtnawd3mflPwVaKhHG4+i2UwsiroOWUBYBETNws8nxs73oGnpDGi2bBj9Y/7TeBGhp1Z+WiKGl4uE4xh2oEBQeeonqniOkb9yAuaQTvTmHlkuhxUw/JgZw/OdTKuMO+89n7zHKr+xR7YxHd7paN60xg0Ag0onJ+8gLgQjWTYJWsdRYJgup2ii/8CayapG+ZRPm/Da0xjSa7yaCp95VWbWRgwXsI914YeX582uu0NIJlUlNE4rewvSfcyDwCIGWUfQtqzayavuVlGejbUCC3pLFXNqpEkI4ru+e7/vuC0XXoW+Q9BUF/v0iGVM/MWUN1nKpUW1PBqVn36DxR+9SjL/ngaHjFSuUntrp9znJhnwlUHXXIYb++QEy79mCuawTvTGj9jOh9mBpO3iFMu5gHmvfcfIPvIB7ahC9tQHnZD/J69bjlSvj7gVnhYDi4zvwSlXSN27E6GpBa0ijaZqfWtdDOi6yYiGHfLoOLTxnn+fIfU9R2XWY9Lb1mIvmoTXn0LNJZXEPCgI6LrLi4BXLeMNFnN4hqm8eprr7sGokcoN6RyISLCJMCao+ha8xl0HkVvCdFn6uiuGJsJ7F2OvrU8xeVIXzfPcRPEnpidcoPbOT+KpFmAvb0Bqzod+sdFy8ShVvuIg7WMA52Y9zsn9qfTgexce2U3r2DWKrFqo+sn7hvKqNV6xgn+zHOnACbyCv7hXT9GkN/HZf30/+ey+gN6SVNs9/fqWAsZ8uwiD4Xoa/+AP0pgzm0i6Mzmb0dAIScTWIqoNbKOH2j+Cc7MM+3DP5LlyP8gu7cU4OqErmFQuvXBk1v2mPHaX5Lj71OtU3DwFgHTpV86U+myXFdam8vl8xbEi8QgWnd6jWvv8KVN8+Rv6bT+NVbdzeQbxipXaND2+kROHhlxUduB5Oz9Dp/VkOlVf24g2MgGlgvXXktHZOm6MfEzP0hYd9BrBLCc3pBCRiiq4sGzdfxu0fxj7Rh3O09+zrNpin9ORr6I1ZEGAdOHnmtJz1TTgulR37kMUKIHFHSrh9w2eey3jjEILKjn1UXttPfP1SzAVtiomNx8BVzJdXrOD2Dat39dSAf+/kupgrlF/ag9s3rKx3MVO5VMLUrDaThLQdik+/TnXPEbV/5Uuz5+IWpKDef4L891+oVXefYhC2olMNWapMq7Jz6YXdGO3NijH2PISu4xXLVHZOw9XSVwJZB04w8DffJLZ6EbGlHeiNGUQ8ps7BsqIp68BJ7MO19N/ucIHiYztw+vO4/cO1vWAqBBcIzS/upvLqXuLrl2HMb0HPpRExUzH9VUsJNn3D2Mf7cPuHa/eeDUJg7TmCtecIRkcT5uJOjPZGtFRCvTeep9r330n7eC/OyYHJjz/CJQshx40kHefCqW4AESJc6piOZUDTQE7BRWeyfVwsQXJBasIpumldFHObKea6mvJkNLuX8vOJqlVHmAtMwX1qTuhvLum6zk1wctczfeVWhAsekxQXIsEiQoQZI8zvPSZ9YJ3/ae3fWeojdLWeos/5ZKBpp2ckmmlmlvEw3rrJ8D+Mm97wbBjlM4/v1z+LqF8bP6h9VscWpN88W/v1FXEnejZj4gemfNjP5vOZ63WbCs40r9l4V2cT9XOHuXkPJ+pvLt6fevqeCSRTU9DUY2w16dma59no6rSidv5an6v+Z0LXgcAQFvGY5fYjXBSIBIsIESJEiBAhQoQIESLMGJMVLKICeREiRIgQIUKECBEiRJgxIsEiQoQIESJEiBAhQoQIM0YkWESIECFChAgRIkSIEGHGiASLCBEiRIgQIUKECBEizBiRYBEhQoQIESJEiBAhQoQZIxIsIkSIECFChAgRIkSIMGNEgkWECBEiRIgQIUKECBFmDON8DyBChEsBAlFXt05GdYIiRIgQIUKECO84RIJFhAizABkJExEiRIgQIUKEdzgiwSJChGkisFD8cOM1fLxxC51GjmG3zIOFN/nT3kewcc/3ECNEiBAhQoQIEc4ZIsEiQoRpQEfgIvkvre/iZ1tuJq3FlaBhwup4B4vMJn72xJfP9zAjRIgQIUKECBHOGaLg7QgRpgEXSaOe4q7s5TTraSzpYEkXR7roQvD+3CaWmi3ne5gRIkSIECFChAjnDJHF4iKBhsAU+ozakPixAFJFBLhRVMC0IBBIJGvjHTToCRxcBMo1CsCTEgFsSCzgoN1/Hkca4VwjoIHozYoQIcJ4EHW/R/tEhEsRkWBxgSNgYu/OXs6fdH6YViODLd1Rm9NEkP79Hh6WdCh5FgNuiW57hMN2P29Vu3m5fJi3q92UPDuKCZgkgtiKtIihoyFl8Kn/vRBIKcno8fM0wgjnCxGjECFChDMh2iMiXOqIBIuLBMrC4OFI9TMZwaIeBjoNeooGPcWyWCvXsRyBICZ0TjrDPFJ4i38ffIE3qicoeNU5mcOlguBgGPYqOHgIAUq6UE9FSokmBH1O4XwNMcJ5QIOWRBcCCbjSY8SrnO8hRYgQ4QKCgUZOT4Y5BCueTVna53lUESLMLiLB4iJDIFAIUWNiJ4vg2vr/2tKlQUvysYbNfKrxWh4t7uF/9z7IS6VDuHizN/BLCMGhsKtyggG3yGrRThkbiQyFtSGvzMvlw+d5pBHOFRYYTXxp0WfpMhuxpMN+q5d7D/01XqSfjBAhgo87s+v5m/mfYNitEBM6nx98hv/d+yA6WnTeRrhkEAVvX8SoFyrkGX48ZPgztt6C5gsojvTIexWuSy3ju0t+ll9pu52sljhXU7nooCEoSYuvDr3CEWuAhGaS0eLEhMGgW+JPeh+m3y2e72FGmGMIX9Tfll5Op9FARovToCXJasnzPLIIESJcSEgKk5vSK0lqcRr0JA16kqQwz/ewIkSYdUQWi4scQggMNHQxvowoAE1oaH6shislrvSwcXGlhyZrMQG60NR30uU3572XBUYj/737W+Qjl47T4CHREHx+8GlOOcN8sGET7UaOXqfA14Zf4Tv5ned7iBHOAYJ4m22p5aT1OK70fGtiZKmIECFCbY9IajG2pVdgScePnYwQ4dJEJFhcpJBShgLBa9XjHLEGEGMDL3yhIamZJIRJXBhktDg5PcE8I0tOS1CSFo700OqiNnShMeCW+NHmbQx7VX6z+1uRS8c48HzXp+/kd54mSESs5TsDwTPekFhAQpiUZNW3Ykw1CipChAiXMtqNLJfFO8l7FbTQ1hkhwqWHSLC4yCGR/E3/E3x95NVJXb/EbGFVfB7bUivYklrCukQnWS1B2bOhTlgxhMawW+bnWm7m+dIBvhtp4MdFEFeh7EVKnPBgjMNZhEsR6mlLrkgsoFFP+j7SEbsQIUKEGiTKdfa61PLoXIjwjkAkWFwCyOkJBKjUp2e4zsPjkN3PIbufhwq7SYkYP9p8HZ9qvJYlsRYVg1EnXGgIyp7Fb8y7m8cKeyhJ61xN6aKCytilfovwzkGQCvra1DJyehJXRsGXESJEOB1xYbAttdxPFR8pHyJc2oiCty8BuFLpQRw83DP8BAlRNQQ6GiVp8Vf9j/NTx/+dXZWTfhzG6ZmmlsVaeHd27XmYWYQIFy4C9uCa1FJyWmJaaaAjRIhw6SLYD1JajG3p5ZOuQRUhwsWMSLB4hyHIEhWktjOFzvbKUf7bqfs4aQ+T0AwlgNQFbLhIPtl4zfkZMPiuRkoYMsb86Gjo/vfRhn1poP55T/zMVUKC8/ncXSRJYbI81oYhtIvOzaGmZJj43VLrG71Z08HY9R27xvpp+9f5X+l6xdNE471Q99ravnGms2L0es81gh1hRWwenWbjJbxHXBw4O31HvMRsIHKFeofDli4mOi+VD/G14Vf5qZYb0YU2ymohEFyZXEhSmNMu5qOPCg9XCFLgTnyPCAWh+tobZ+5HBc7ONCd44Fo2XUiYk7zkATM9Hpw5zoOuT3AYz3Su6omp/7lhUuSg5cmPLaCVuUJtnCrBgSVdtqaW0aAnfWuFGHWtIXSVJWoafZ3t3ZgJAvqpX+mzrXVw2HoXHWt0bhEwLqAEz8mubz2CPWz085lbjN5rg0TlZ0Y9HZ0vaOPuGzCV9TZQSoHZou36/Qw/Bu/G9Eosz2ZsDJbmZ3M0hYaYRudztecH7/tUaDgQ7Oa6Hsd4Z6ByR554fGPpZDL0IXyByj2vFH5xIhIsImD7EQL/MvQc9zZsZGWsjZK00EIBQxITBusSXdMu+jaVzUbzD9Vgo1hiNrMk1upnskoS1wwEUPUcCl6VfrfIKWeYQ1a/X+14ZttAkNFprhn1qSJg7M7XNudOckOeLMbb7DUEXUYD881GOswG0lqcpFBZzTQhsKVLRdrk3QqDXolT9giHrP5R8T8B/czW+OoP2OCQdaV6Z65JLaVFT2Mz2sXBkS6WdGbU/2xnFgtSTgdrk9MSrIzPo8NooEVPk9JimL4wVJU2Q26Zbket7zFnKGwnKuY1PoJ1CfatZj1Nl9FAl9lAi54hLgwSmokpdBzpUpUOFemQdyv0unn6nCIn7EFK0iZ48kpQmbv1HjvmVj3Dingb7UaOJj1FUsQwhIYjPSrSYsAt0e2MsL/aS69bqGtHnJGxm22MFmpUv4vMZhaYTbTqaVUjQosREzogsKWD5bmUpMWgW2TALdHj5DliD4za56e6d9QLEQJ1ZqgR1cYlgJszq3CQY9hhQcFVqdwrM9wrZgvB/IM1aNCSLI+10uHTcMpfUw+Psmcz5JbodvLst/o45QyHNDCXe8RUzsDg+QRPpUVPszI2jw4zR5OeJiFMDKFhSYeyZzPgFkO6OOWM4EQixbQQCRYRAHUwHLUHOWz1syLWBohRlboFgpWxedMSLEx0PtK4mVWxeVSk0trEhc4D+V28WD406tWt39jvzKzjhvQK1sY7WRJrUYKFniQmfMFCOhQDwcIe4bDdz75qD69XjvNi+RA9Tn7KYw0CclfG5vGJxi1Y0/CJFQh6nTx/P/j0lPufuE31HD7ccCWrY+2jNlYNQUXa/G3/kxTnKMBeAO/PXcHaeOcoe0JM6PQ4eb4+vJ1ed3LrPZYpaNASbEwuZGN8ASvj8+gyG+gyG+kwcqQCwUIz0RA4uFQ8m7xXZdAtccoe5og9yF6rm5dKh3i8uDesMTJT4aKeaQFo1dPMN5uYbzayyGymRU9zT25jyIzXo93I8ettd05ZB+ohyWkJvjXyOi+UD86acFF/0F+XWs621HLWJTpZGmul02iguV6wwKPqOQx5ivk6bPXzVvUUL5cP80jhLQpeNXwnomM3KJKo3EuzWoLrUsvYnFzMmngHXWaDWl8jTUIYPiOj4+BS9Vyq0ibvVeh1CvQ5BU45wxyw+thb7eHN6gl2V0/NCYMWMFwuHiY6N2VWcV1qGWviHSyJtdBRJ1jodYLFoC9YHLT6eLN6iudKB3issAcXeU6Ei8AiFPSzPtHFtcmlrI13sjTeynyjkVY94wsWSogTCCzpYEmXsrQYdEoMuEV63TyHrUGOWP3stXp4tXyYk87IlMZzuhAhWGA2Mt9sYqHZSJfRyKJYM+sTXXhj9ggPj5szq7FxSYnYlPcrXWj8Rd9jDHvlKd03YXt163p9agXXpZZxmb9HdBg5WowMSVETLCqezaBbpscZ4aCt9ojniwd4tLiHqnRCRcZsU8TW1DLuyq4P96GEiLGzcozv5d8Y5VERzEci2ZRYyLuya9mQmM/yWBsdRgNNeop4KFi4lD2LQU8JFketQQ5YveyqnuTF0iH2W72R3WIKiASLCECNQdhX7WFbajmaEKPcoTSgzchOqc2AKYoJnR9tuo7bcxux3BICMLU4Ghqvlo+GFpOAGdyQWMCPN1/PLelVrIq3U/ZsLOng4DHslsOtKjC9tulZuowGrk0tw8Mj71X54aP/wKOFPVNmzIJDa3W8g9/u+AC2V53Q9WjCeQvBrsoJPj/49KxtRYHAsybewa+33UlCM/D856MLjYJXZXf1FN/LvzFLPY5GXJj8QccHWRFrC9ffQ2JqCZ4q7OYfB56d5DxqrhNXJBbw7uxlXB6fz5pEB6ti7cQ0A1s62NLFli6e9MjLCiNeORRwNVRsUJfRwCKzmRvFShw89la7eba0n38fepHnSwfD/qbzDNJajA2JBSwxW1gYa6LLaKTdyNJu5Gg3cnSaDWS1BCNemarnjIpJklLSZmT5nfZ7pjwCG4+E2ciAW/QFCzGjo7lm/fPYmFjApxqv5fr0CtYkOoihU5J2qD0vuzbS16oKBDFhsNRsZXW8g/fmNnDEGuDZ0n7uG97Bt/KvjWr/nYr6+d+b3cAHG65kc3IRy2NteEiflj0cqbTlBSzqU1QLBFktQVM8xdp4B3GhYtxOOsPss3p4o3KC54oHeKa0n5PO8KyMuZ7huiW9io81bOG69DKWx9oAKEsbR3qUPIsCVWpJPzRSWpxV8XYuTyzg/Qjetrp5qriPLw+9zNOlfaetyWyi3pJ9dXIJH2jYxJbkYjYk5pPTk1ieg4WLIz1lDfLpuX7f0NBoM7J0mA2YaMSyBq70OGj1c8Dq5enSPv66/wkKXnVSY1pgNrI23skis5mFZhMdRgPtZm2f6DBy6EJj0C2ddq8nJdellnFHdt1pQsfZIAFDGHxh8IUZCxb163ptaikfa7iK61MrWJvoDBV4tnSpeg5lRu8RCc1gWayNyxKd3JO9nIO5fp4tHeArwy/zSGE3MPvWixtTK/lc54epOiNqn9KTPDC8nRfLhzhqDxK4MTt4tOoZfqz5eu7OrmdTchECqEgbW7oUvSp5KnX0IchpSZrjaTYkFviKLI8/7X2E3+75zqxbkC9lRIJFhFHocfPY0iUuzDEMjSCjxafUVr1nZr9TYMgeYsgtoSGIayYNehJDaNjSDTe3D+Y28Yutt3JVcjFFz6Lb3zwCU7PG6cXHbN/tJDgEY0Kn4Fb9UU+VMVPXVqRNtz1I2bNUnyLQTJ4dAuhx8rO6CQUH9V/2PcYHc5voNBvCCq6g1uUTDVv4Xv6NOTnYt6aW0qgnOe67xEgkGhqWHOQ/hl/BwjnrARJszLdn1vDe7AauTC5kQ2IBptAp+5pb6cnwWRP+d2z0gmLeLRRDXKCCQLDYbGF1UzvbUiv4k76H+eLQiyFTNNnVCNZudaydP+78MB1GjjZDubFYUjEttnQpezYFr6qCF8cI4UIIHOlyYhqMoCNdOqWcNGMzmbkIBD/WvI3PNm1jXaILS7rk3Yr/DGvvU02A9i1KUlKlxqA16Ek+3LCZ61LLuSa1hD/pe5gB/31+JwoXwbwXGE38UtutvC+7kQ6zgYpn0+8WCHYMUUeBtXo3Ph0Dji94SCBPBRCktTjXJJdyXWo5P9J4LZ859i+nFeGcDgyf4cppSX6m5SZ+uPEalsSaQzcQEKPGqIVj9+NGpIcrXUood635RhOfbtrK9akV/OPgs/zdwJOhtno2aSJoL6cl+PnWW3lfdgNrE5240qPoWfQ6+VH7hqj7bz0k0ldaOJQh3G9ajTSr4+2ktTh/2PvQWfeMQDj7WMNVfLrpOpr1FC1GGgDbc7FR+8SgW0IiVYzhOPtE0av67rtTg0S5J880xXUwj7gw+MnmG/lU07Wsjrdj+WOHepo9fY9wpcSt2yPajCyfaNzCtvRyvjT0In/R9zhDXimku9lA3qtQsAfpcwoIBClXCVZZLQGAKQws6bAhMZ//2vYe7squRyBOm08QQ1H/sIN3sYSFBDJaPHRpnUuXxEsNkWARYRSKroXL+AGnM8mUoAsNU2ihaVpH0GU2YggdpI2H5EcaruXX2u+gy2hgwC2GQVoeymwMgZ94UJiu5t8afJ7QYjxaeIsj9gAwnUJ1apcx0MhpiXDP8aQ3yrczWIuJDgxdzH7CNQ3BkFdme/konWYDJjpQswpdkVxIu5Gje4rm/Mngk03X4PnrIoTAlR5pLc7e6lDI8Hhn2XQDa9CNqZV8pvk6PJ+BluBrEwWS+jgAiSF0P1OH5vehtO+Onw9eQyD8WKCqdCi5FktjrfyvjvdT9CzuH9kxJQoInmtGT7A81oorJQNOiSAIMxAw6wO5zzTfGks2mlGpZ9dGfy7QxOkM0VQRMGIpLcZvzLuLH268hqyWDAX7YK09/103hDaKll2fAQva0oTAkR6DbpEmPcXPttzMfLOR/9H9bY7YA+844SKwvC01W/jdjvdzT+5y5T7mltD8DDP18Szh+gZCm/+dI93QdS+wCoBi4AuyivTpPXDrnIkFK9DiLjCb+K157+Xe3EYMX5s+dswaKvmAer8EnpR4PrNcY8gEVWlTdi0WxZr53Lw76TIb+P2eBxj2yrNGE8Far4y18QcdH+CG9EpMYTDklgmUTYbQkTJwSqoFYgfvqRzzd2gxEhqef98hq58vD700yXVWb+58s5H5ZiMlz6LbHlF31imh6nN9jU3jTnjFxMqPM30+VUv6WARCRZue5VfnvYcfabwWQ2gMuaXaMyYI6Pdqe7G/Zh4ejvRCJZOG8IWpIu1Gjl9ouZUVsXn8Rve3OGIPzJrlQvf5CENofr/QamRCwcKSDlclFvP7ne/n6uRSil4V16dpSS1BQfBkPFnPS9SsF3FhcMDqC63fUdqKySMSLCKMQlqLTVhorzLNjFBjEQTDdho5TKGY47uz6/lc+1006ynfd1L9L6GZxIVBTBjhGAQQ10xcX3tc9Ryq0saWHs3C5LnSAXr9g3iqW0GwefS6BZ4svk1SM2nUUzRoSRr1JCkt7o/fQ0ooeBV12Ioxh8cc7EHBIf3V4Ze5NbOalBYLsw65SLJagvflNvL/Bp46q8ZtKmjSUtycXhX+LaXalF3p8WblBAetvkkxEcH3943s4L25DSw0mwB1wAWMVlzoJDSTmFCuXsfsQYa9MnmvgiM9MlqcTkPFYFSlTcGt4kpPCXJSYgqdglchLeL8744Psq/awxvVE1NeDw1BQpjoWk2/Nd41Ra866vkH66MLjdwULXygLBYxXfnjTxdBsGJSmPxu+738SOO1eEjyXjlkwDxfS5nV01Q8m+POEANOibJnkdJMGvQUS2OtaAjyPo0HDFzgGvGBhk3EhckvnvgKPW5+VmnuQodEFT37XPtdvDd3OXlXCQH165vSYqS0GBVpc9weot8phntoRouT0xN0GY1ktQRV6agfz8bFC4XSRj3F5wee5s3qybqep44gu02X0cAfdnyQO7PrqUgby3MwhO4zipKkZpLREuTdCsedIYbcMlVpk9HiNOsplsRacaRHwX8fdaEYu6JnERM6P9l8AxqC3+r+DiVpzQpNSODyxHz+uusTbEgsoOBVsWRVZakLBGE/K5sKkDcwhY6OsoZXpUNSM9HQcKSyJlieWm+l8ZekRJzDbj9fH3kVmHymK0PoYUBzvZU1gJq/JD/WAinVPpHQDJLCnDK7Lf33VxPTEy6EL1S06hl+p/0ePt64haq0KXpOqBTzpKLnrBbDQOeYPcigW2TYK5MScZqNFB1GjoQwKXjV0FJlCD209N+b20hWj/NLJ/7DFy5mPw7HQdKop2jWUwCsjrfzOx33siW5hLxvDRIod964pngJHYGFi+25pDS1/oHnQ8VTrlJZPcFhq58dlaNAJFhMBZFgEWEUGvSUSjc75iWSSHqdwgR3TR2e9OgwGtAQLDfb+J/t76NZT4WbU1qLM+JV+H7+DV4pH+Htag8jXoWqtEFCSouzwGxkVXwem5OL2ZJaQk4YOHhsLx/1NRRT15gF179ROc5PHP8CpjBCwSYmdOLCIKcnadbTxITGjzZtY3W8PdTuzjUE8FBhN93OCMt8n2hQ65nWYnWCxcx88+txR3bdKDc4iYpx6HMLfK+wa9LtKMuEYEflKK+UD9Pl53XXhEZGS6Aj2FE5xjPFfeyqnGS/1cuwV8byGVlPSmJCJ6HF6DIauC2zhg83XEmTL4wGaZINoVOSFvPNRj7TvI3/fur+SadJDp7/QauP/9X7/TrN42hoCApelY83bGFlfN6o5y+EoNcp8GdDP/BdkSYPF+Xu8VzpgL9mU3+G0rcs/VzLLXyqcSuWdEKm15Uehr/eL5QOct/wq+ysnGDALfquXi6G0IgJg1YjzRWJhXyy8WrWJboYccsglcbQk5KiW+XO7DoG29/Lz5z4ErOfx+rCRKB5/WzTNu7MrKfsKbeggP6EEGREjAcLb/L9/C7eqpyk4FUpSyU0INX7ExO6EpTNBlbHO9icXMy1qaXMM7KUPEtpWqXHg/k3KfixXtOxAARMZIOW5Ffb7uCu7HqKnkryoAsNV3rEhE5MGDxU2M13R17nrWo3I14Fy2e+TX/vazdzbE0t4xONW1hkNjPkljGEFrq0SiSfbd5Gj5Pnj/seZiY0Edy5xGzhb7s+qWjQq4Rac8CPM5M06knybpXnywd5oXSQvVY3A06Romf5igcVy7LIbGZprJWNyQVsTiyiWU9RkjYV6fBi6dCkXfuC7783spNTdi0b0th33UOSECY/4Qtc9dCE4PnSQR7Kv0lKi03pXZcoOhwaJ3ZjcverPeJX2m7nE41bFG36ewMoi1mDnmR/tZfv5HfyZHEvp5wRqtIJhdGYMGjUk2xOLuLu7OVsSy8n71XxfMWKJyUlr8ot6TX8dvs9/H8nv06fW5hV66bwx9qsp0lqMQB+ve1OtqaWUfSt4Wn/8xdLijbeqJ5kwClSkpZ/phi0G1lWxNvYkFjA1tQy2o0cmhDss3oZdEtRJrwpIhIsIgA1P+BV8XkkNZOK54TbYGCKPuq7F80GPCTzjCwxofO/Ot7HklgLJc/CFDq2dPmzvh/wteFX6XZHGHCKE/pnpkSMJj1Fu5njtvQaVsfb69ygpo+qdDhiD571upszq0O/9VHHxsys1GeERPJAfhc/1nx9yMwEAWhLzBYuj3exs3pi1vr7ROMW1W9oyleWgV4nzzdHXgvpY7JjB/iXwee4Ob2apbEWXi0f5Zv513iisIdj9hB9buGsMQavc4wninv5xsh2fn3eXVyfWj5auPAP3U82buEfB5/hjcrkrBbB90fsAf6s7wcTXmeghJctqaVclugcFe8CMOAW+T99P5jQrfDMUDEa9eOZKm7LruE/t92O7bM8mp/ZJ6vFOe4M8Wun7ud7+TfodfITP7sqPFPcz7dGXudDDZv49ba7QouhJgSe9KhIh/flrmBn5Th/M/DkO+IAdlGWszuz60MFiFFX+6fkWfzCqS/zROFteiaTKa0MMfEGzXqaJj3NZfEO3p29jA/kNvFK+Qi7ZvguB+/cJ5u28CNN11DyhQrNjwVq1FO8XjnOH/Q8wLOl/fS7xQnbeqN6gqeKb/P14Vf5TNM2frrlJgbdonKT8WnMQFku3qic4IHCrmnRRPCuprUYf9z5YS5LdJH3qmGND1D+8Cn/rPrb/if5yvDLHPPj+M6kSEiLmNJwG2nWxTt5X24jlyU6+ZpvrZgMgx9c83DhLR4t7plgDso1qFFP8dnm608TLASCV8pH+PP+R0kKc1rvjTUNhVZgNfhPTVv5TNM2Kr7wqNcJFQnN5P/1P8XfDz7NYav/jOv5XOkAXx9+lXtyG/mF1luZp2epSNsXLtT78IHcFeypnuJPeh8Jk7XMFjw8mvQkGoIfbdzKvbmNVKQd0s93R3by+YFn2Gf1MOAWJ5xLTOg0ailajQybk4u4JbOa52eg4HknIxIsIgC1w3Kh2eR7LcrQdx1f+/1a5fis9CWEQJPKF/Ivuz7B1aklVKWDKXQOW/383Ikv83rl+CjXq1owXg0ekpK0KDkWx50hdpaPk9Hj5P3c4DPdDCbSVittkcoY4dUx26OunKN9KGj234Ze4D81bfXTgyqtuI1LTk/yoYYr2dlzYlY0Q8tjbaxPdI2ygGhCo+RZPFXch1WXVnCy4xcIni7t5x8Gn+ag1cezpQP0OHmqY3K51x/EQev1z6IsbZ4tHeCXT3yVP+/6KNenVzLilmvxLVKS1uJsTS7jzcrJKa2F5MyHdiDoqriS00UHiZw118HJImDG2o0cvznvvZhCp+LZoVY6pyXYWTnOr3ffz5PFt8P7xq5z/WxcJIfsfv6871FOOMP8RdfHsDzl+qWEFZe0FuNjjVfxUGE3+63eS9puEbxT16WWs9BsCl3EoMYI/8Kxr4RManBPgPHoWCKxpMspZ4RTzgi7qyd5uLCbv+p/nKrncMqPmZrOuxyMd0tyCT/fciuOHysWCAFNeooH82/ymz3f5o3KiVH3TTReS7rsrp7it3q+TZ9b4Dfm3cWQ/97pQqMsLTrMBj7ZdDUvlw/T5xamTBPBHvvpxq3clllDMRQqQAglVDTqSV4sHeI3u7/NS+VDZ9w/AnhIitKiGJwZleM8XNhNVktwzFckTWWcLh7uWW6oeLW6JPUItO2g6licC+Y1iHO7MrGIzzRtIyYMCl51lKUiqyX41VP38S+Dz4f1gc60R3hIjjvD/O3Akxyw+viDjg+wONZMxbPDeIyKtPm5llt4sXSIR4t7Zi/+Rgg0qTHklvmZlpto0JO+m7KKo/ilE1/l/pHXGBmTOWu8AnuWdOlx8/S4ed6snuTbI6+HNPVOih+bDcx+hGmEiw7BS3ZvdgPtRg5bOoAYpaHeX+31s4bMHIG7gC1drk8vD/t/q3KKjx39PC+WD1GRdl2oYy3oqv4nQBBsZaMyWcxW9omgINrYfuWovifGHBot2Gf18nrl2KixeFKS1mLcmF4JzI6W5QO5K0ZlCJOAiQr4vG9k+7T6Ca7/875H+crwKxy1B6n6Gv/6gOixaz72WQgU8/G21cM/DjzDCXtI5ViXMowDqXg216SWkhTmjNeiHqOzo4wfXjm+1/XcQaKy/ny04SrWxbsoe3bokhAXBkftQf6k7+FQqKivJ1K/zmPfsSDt4leGXuYfBp7F9OMIgu/Kns26+Hw+1Xit/9mle6wE1LkyPo9mI43jF0ZUcTWCN6snecB3D5xofceucT3zHtwz4lV4vXKcPVb3tN0sA0tiVkvwsYarWGQ212mSPZLCVJaK3gdCi97YMU/03qn4IovPDzzNN4Z3kNZiYcpUHY28W+E9mct4V2atvxZTp4lOo4H/3HZ76K8vhAqMdn3L2yOF3fzE8X/j6dK+0IW2Xvk0dt+uT7xRP9d+t8ghu3/WC6KGCT6ExkS7QDBe/RztEsEafKhhExuTCyj4rmWg1rVRT/G7Pd/j7weeVkVy/RFOZo8AeKjwJr/V/W16nQK6vxcHhU2zWoLPNG1jnp6dsovoRJB++xXPZl2iiy6zEUs6FD2Lnzn+Jf516HlGvPJpisnTz3SFeroY8sqTdqGNMBqX7gkQYdIIspJ8rHELbUbWz/xRgwS+NwupDkOImnDhBBobz+ZnT3yZg1bfKMZyMiyrHHNonAvIMf+e6Zq5wn8Mv6qCFusC+Fzp0WE28K7MZQTWgekguOv9DRtHuXmoLwVH7AFeLh8Og0yng2DTDrOmhP+bHAJhE+CbI6/zcvkwGS2uDi1Rq4S7KbmQhGaOmtdMIUf9Nn6rk6GR2UIwglYjw8+03EBJWuihckC5rt0/sp1vjOwI2a/JauECJsBD8ie9DzPka/+Cd9hDxb5ck1pKl9EwTfeviwvNekoF3da9Fzoab1VPhXvaVLWc9fRcc/iZPoL36vJEFx9v3KysedTeZV0I/qb/CV6qe48nM+bgOg1Bv1vkL/sf84UfEdJEYAG/Kb2KrJaYMk0YaHyqeSvNehrpv8+g0ptmtDivVY7xP059y7eQ1eh5cm5M46317FNs7f0/+ylxLvaIgGHemlrGe7Lraso7P+tXXJg8XdzHvw+9iOMnEJjsGRyktQb4Vv51vjD4Ag1aAs+3HuhojHgV7s1tYEtqyexNqo6XcKXKUpXW4vx+7wN8O/+6f0ktk+TZMJYuIkwPkWDxDkfw8vxu+/u4JrXE96EW4UYuhKpa+sXhl2axz9GvrCF0fr/n+7xRVa5WM9lk30kGy/tHdlD0rFG6c1u6tOhp3pfbCEw/JaFEVWjuMhpHfa4LjYJb5dsjr4XXzRQzsawEWnoblz3VbizpKke+oGq8VLE8c5H+90JCIN7cnllLl9EYCpxBdqKdleN8bVi550zHVSm4vt8t8vXhV4n5hdwCy1BV2iyNtYbWspmmwrwYIVGZomZFE8vM3y0l8BnclllDk55WzL1PExktwSOFt3hsgviAyY1RjXCf1csD+V2kNFU9WkqVfrTkWWxJLebyRBcwNeY9rcX4kcZrqXjqPJK+FdIUOgNukX8ZfJ6d1RNKeJ7RDsKkmc5LBVtTy1iX6KTkWWFWLYkkrun8Zf9jnHCGpqR4CFCriwP3j2znmdJ+0mMUPRJ4X26jLzDOnvCMP95GPckXB1/kvnCvm34Sk3cORcw+Lu3T9h0CMebfqUBD8Nvt9/CpJuXGEEj/9d9/aeglTtjDMx9oHYINTWXQyfPloZdntf13AvJelQcLb47aAIPCSRsT82nxmYmpInj6H8ptIiHM8IAJmPi8VwmZ1AvhQA7GsN/qpdctqJSf/ncekpyewJjTre78rwGoTGkfbLgidAsJgvrjwuD1ynF2VI6ho83IX9jF44H8G36a6Jpmz5IuXWYDVyYX+Vde2oLFiFtR7nt1e6UjXa5JLQuz05zPFQgYvEVmE+/KXEbJs9DQQiYyoRk8XlTJEoJ0z1NFvbD5eHEvSc0MrQsCFTewJt7Bitg8YGqCxfXplcwzMor5VIUh8FAxUy+WD/FPg88Ake/7ZBGkoF5oNnFtamlYjyTQ5ieEyfOlg7wexlFOj3oD6+au6kmeKO4NLciB0FHwqtydW88CP9X4bFmKQgWH5/DNkdcY8sqh0Bnh3CMSLC4B1DN+k0VKxHhfdiMPL/slfrr5RmX2rBMqAt/FU/YIf9T70KyPOdAoG2j829ALFOTMKw1fUDhHXMWXhl48rWNbOnQYDdyVXQ9MXXssURkybsmsxvTrSaiWVYD4i+VD9PppAy8EBHQ/4pZrldIhpGUNjfQ0akpMHud3HYLec1qC61MrsOuq8ZpCp8fJs718dNb62VPp8YMaa+ssUXQ232z0Ewpcmpmh6oXYQVdVFA6ZX6BBS/Arre8KPz/f6DIb2ZxcREU6ocY4Jgz2V/t4q9I94/aDd21ftRc3SPQRniMSQ2gsjbUCTJomdDRuz6wNa/RIKUEqy3afU+CJwttI/7oLYY0vBgSM3opYG5cn5lOuswQF9UseK+zhlKMUiDNhyIN4mtfKxznmx735pIGHR7OW5orEAmB2BEPhC50ZLc7DhTfZ6QtHl+YOdHEgygp1CSDu11gINtrgABEoxiKhmTTraeabjayKzeOq1BK2ppbSomfwkLUc3KKm5dT9+IefP/HlM6YfnC4Cv05D6DxW3HvpaZ7O0XReKB3ikNXPkliLr7VR7lCtRoZ3Zy7jC0MvTIntDWjnvdkNNOhJgsrMoNygil6V/xh6BTi/1gox6nc16pJnKVcoIUAyKi4kKMQ4WyO+MEQqhWBOW1JL/HTNnv+5in045IyEboYw/bEHbgVVbA5avSyOtdQFyvt0p2dYbLawz+qZkRvChYpgPi+Xj3DSGWaR2RwKWUFCih9r3kZCGPxu7/cYnGadgZnCQ6Ij2JRcGGqFhZ8iOCFM3ra6OWz3h9fPhCZAMuKVOWYPqD2jLnmCJV0Wmc206plJZ4cyhMYN6eWjziVXeqSEwW7rJA/kd/lzjFjHqWJJrJVlsTZ6nBH0MXrlF0oHfVfSmWVsCu59s3qCNyrHuSm9irysIKSykFSkw7WpZXxz5DWG/cDqme0SAolKkftq5SjHnSHgwrCmv1MRCRYXKQIhQBMav9fxPn6/4/1nvD6waQT+pJJaqrvwmsCKIJTP+q+c/BpPlt5mLhAwI0Wvyt5Z0JxdaJhmQdQpw/Wz9fz6vDtwfDeEwN1hRXwea+Od7K6enPTmHTCD789dQUaLj6IRgaDPLfBgYdcsHAYT9V/DZAPjA02o5RfoCq4QfjXuucCFdmTpaGxKLPC1xjXBXfczeO23eoHJa43HQ7C2Zc9mwC2xhFYIXF98zWdOT9KqZ9hHz5zRyPlEoCk/5QzzXPEAVyQWhm5ntQBjjx9uuob3ZC/jr/of56vDrzDslkdlHZrLtQnazulJ1sWCGiuESiNT6JxwhjlmD6nxztA1DqDgVRn2KjTpqTD9Nai1aDUy5LQEfW6Bycw85xeyc6QXBueCslh0u3kO2n2zWmTtnYCgYOwSs+U0htsUGkfsgVnL+hg83xP2MCecYZVFzt+PhVQKiHXxTrJaguExaWCn1ZsvxNrS5UC1D+AdUU/nQkYkWFzECJhIFzmjkjPBNhPksh50S/zqqfu43w/QnSvoQmNX5RhVnLNffJHhXB55941s57/Oe7fqN9QUOsw3G7kzu47d1ZNh/vKzwUPSaTSwITkfw891LyDUxn575PXQGjZbCNoaL2DVQFX11dHQhNJ4haknfX2p7tfVaDMyftab+lbfGTCExtp452nZd4LMazEM2o2cz9aNRwf1DF+9zVPWXaHaatCTOKdl+fG1ylqMJiM5m1O74BBoyv9u4Em2ppdxTXIpea+CJuv2ZOnRYmT4n+3v45fbbucLgy/wH8Mvc9QepOhZo57A7AsZqsWMFme5XxU+TMjhv89VzyGrJWgQyTH9n/7ca23CWBoJgrRbjUzYDxAKmy6q3kRaj4M9ubmujXfW9SpC//yyZ3HQ6gs/v/TE1rlBsFItRpqFsaZRz0kiMYXBYWuAYS+o/zQzBG6RJWlxyh4O+Yp6y+aqeHtYEXumls1AWD5qD9Dj13yJrBXnF5Fg8Q5EvfVCFxqmn60671V4rXyM/979zRlXe50MBDDklpAy0izMBCfsIZ4svs3N6dVhLvmg+NV1qeX8KY9MSncTaAE/2LCJBi2JLWvMo4agLK26oO2ZYyyroqOR0eKktBgdRo4V8TaWmC20GzlajSxZLU5Gi5PQTBLCJK6ZJIVBQhgktJhf9MtVRfvOlcnoAoGOxqJY86gDVWXwqnBNaglvrf7tWetLAhXPUkJn3ToHwf0x/1i5VJ9AwDidcIb5894f8Dsd97Is1krZs1WcGjUBw8IhI+L8Uutt/ELLLTxS2M1/jLzCc8WDYYXoGqs+O65jASOZEjHmm42jhEBD6Ay6JX648Ro+27xtxn0FCIqg2YEroj8SKVW81lSSJyw0m+rsjmpFDKEx7JV5u9odfh5hslAUkdOUNTFIhxy6I6NzzB4MC8vOxu4enCU9Tj7MNKn6VFasNiNHVk/MUm+EgeFR3YkLA5FgcRGj3of8TC9nuM0Lpe3VEOhCC7UKPW6ew9UBvjT8Il8YesG/Z279o6Xfx5BbuTRN2udwSg4eXxx6kXdlLqMiPaXZl6qy+dJYCzenV/F4ce+k3QfuyKwjpyeoeE4d8y95q3qK3dVTszLmevpq1JIsMJu4MbOSm9Kr2JxYRKfZ4FcJVpWCPTnajS8s2Od/bks3rIJcn3HsnQJNCNqN7Ki6CvW1YobdmbscjOpv3HVWFZ0NP57lUkYQw/DdwhvYpzx+fd4drI93IfFd8sYIGEH15dsya7k7ezmnnBG+Nvwq386/zp5qNwNuMaTp2dp7Y5pBq5Gh6tUYu+B5WdKh4s4eEyYgtIrU04REMa5TSffcbubq2q1ZLCqeTY9TmLUxv1MQCppajEY9dZpVUxNKqWjJ2fMcCKi3JC3Knl2r5O5bk5VwkfWvnbmNRBOqYGPViwSLCwGRYHGRQwgRuotM9HoqxszDki5l6VDyLIqexaBb4rXKMb6f38Xjfj7zwMR8LjRCAkHRq16KYsU5xxPFt+lz8mS1RMjUVD2HRWYzt2bW8Hhx7xndB4K85VcmF/qa77rv/Nz3/35aBqrpIaCwnJbgquQSPtV0LXdnLyeu6VQ9B1u6YdDr+KKzqDEy4LtIaYQxROdcqDj/FKwhaNRTShgUpx/Ws10ALFhnIIzpCQU+cf7X41wg8Ft/qPAmb1SO82vz7uDm9Grmm414UlKVduiaqAmlvbd9i1pGi/OzLTfzUy038lTxbb4w+ALPlvZzwhlW/uh+HzNZyZjQyWkJuj0LXZwurJwbmpDIKXbTqJ3uSidQ1d+L3iWWPfAcIi4MUlrMf0aB4EcotDlz4DlQ9Rws6agU4FKGUk5QEX42ECgpK56NNSOn8AizhUiwuEgRME9SSnZUj3HI6h/noFABlY50KUuLQadMr5vniDXAXqsnDOiEmsbpnFsPxIXAls0Gzq92vOQqN6WfarmRiqdcgVzpkdRMNiUW0qAlzxgoF8Rg3JvbSIueHlV9XQAjbpXvzkL19UC0WRlr55dab+WHmq5GShXEX3XtUdpaDYEpdAyhoaGh+3EVAU070sNFVVtVbjlgor8jLRYxYdTcDaQIXugwbfRcp+ZUvto6ptAvmDTE5wJBxeETzjA/f+Ir3JxexWebr2dDYj6LTOWaVvFsP3VqIAirehJ536d9W2oFt2XWsr18hL8beIpHCrs55fuKzyRIOSbqjndZqwchpQwt1nNPEwam0KYkxMQ187RxCSGwPZfiLMUBvBOho4WB1PUQCMrSxvGZ8tlZW9VKRdpUpUNMGDi+IB5QXVzMMvv5ztl2LnhEgsVFDonkb/uf5Osjr0753mC798a4l0SYBZzjTc7G5RsjO/iplpsAiVIOCUqexYp4G7dn1vL1kVfRGT+IOyhsdF1qORktTsGr1szXwCOF3QzN0J0mYJK2ppbx550fY3W8PfTrDfoKcqrHhUnJq9Lt5BlySxS8ijJ1BxY3aVHxbMqeRUU6DLhF1ie6uDO7npxIzCjTzWQwNnD5fMOss1iG77HPTFalQ9GtzqmgFbi8DHklKr5LxTtlN6kXhB8v7uXx4l5uz6zhIw2buTyxgBWxVpJajLJnK3cTKUN3VCklVelQdm1Wxzv4u/k/xOPFvfxF/2M8lH8zFFymsjeHyTjGxDVIZEgTRa+qqlrPMU2YGAw6JRw5eU2yeZrblAzPKSts551CXbMHJVeernwElZBgLhLoeVKOcs+s71W/APbNCHODSLC4BJDTEwgmUzBIjmI+LsnYhvOG2c6VNHkEVoC3qqd4rXyMyxIdYRCpJV3mm01sSy/n6yOvjvvEA4b/zuw6uozGUVlDVPuCL87QDSroY3NyEX81/xMsMVsY8croaLXUqEKQEXH2Wb3sqXbzZuUEO6vH2W/1ccIeOms9ldsza7g5vYpGLUmtfNs7A1a9hcl3e5FIUiLGa5Wj/Fnvo34q0LlJlBC4VFSlzWvlY/5n76z9JRACBPBI4S0eKbzFpsQi7sldzpbkElbG57HQbMKSDmXf9UT33aSCNJz9bpFtqeVckVjIX/c/wZ/3/4CCV52ScBHsBzZuqB8OaMJD0qAl+M7I63x9eDuNenLOzoGAecx7FY7YA+EanQ32aUKIGrshtLCq+dwm7L004UgPW47dGdXaJkVMpZn395HZSiGQ0Eziwgjd+2pxRPj1XyJciogEi0sArh/A6swR0zDXuBQZwPPh4V/2LP596AX+rOujDLtlFTDpF6tan+hiRayNfVbvaQdHMNY7suuYZ2RHu0EJwWGrn+dLB2c0Rg8VU/Gb8+5hqdlC0bNCoSJwzbCly78OP899w9t51I/5qYdAVXUdO35dqEJcaS3+jnLDqYcl3bCGReAG5uIRFwYn7REeKOw652N6J7J9QaxJYA3eXjnC9soRmrQU78qu5YbUCjYmF7I23kFOi5F3K6MEDA09FCR+bd57aDMy/Hr3/ZQ8a8qWC8tzQ0tkQBMeHikR483qyfNCE5NBybNP16tLldEqrcWBSKyYDmzpUvFsv4BoEJmgaDYhTJV0YZazKsV898jwWclaTERJWrPaV4QLB5FgEeG841I8IM71nAQqmPSx4l6G3HJYtCvI/LU23sGN6ZXss3rRxhQPcpG06Gk2JBYQFwaWdEI3DR2Nrwy/PCNNd1Cs6Mear+fK5EIq0hmVVQiUUPSnfY/wF/2PhfcZaKGbXqDrGm8c0o8ODTJHnQtcaDQrkQy6RTI+4yV97bmLqmeghbr0ubcknJvUDxc2As18UHdl0Cvx1eFX+OrwK1yRWMhtmTVcn17OluQSmvWUn3ZbFTzVhTChXAoAAHACSURBVIYnJYNuic82b+OA1cdf9D825VW1pMOQW0LzXaICrbGDR7OeBgirL8/1E5uKVWS8auXKrUoj69N3hKmj5FkMe2X0MbE1HpKUFsOcxWxugWCY0GIktRglX1gOaqkYQqPPz/AVCYmXHiafAy5ChAiTxzneKYPuepwRHszvIq4Z4WeO9GjVM2xJLQFGM+eBhv892XV0Gg1U/ZzjAcNvS4f7R3bMaGwuHkkRU25KevK0+gcxYfDX/U+EQkUwJsdPNXs2RjVoKSaMM2ZHm01caHYRV3oct4fCGgKBEOH52siclsClLn3vHP5ETEINEhmm99R9IWNH5Sh/0vcwP338i/yP7m/xUGE3pjCIa2ZY6V5ZLzQKbpVfbL2VK5MLgallcqpIh25nBH0sTUiPrJYgJnRcPJ8u5pYmpoJTznBt/XyXThdJSouzwGzy5xJhsgjeyLxXoc8t1oRJf493pEe7mQsL1s3G6gZPvFlPkdTMkAaCLGkVzw5j9mY7O1mE849IsIgQ4RJCwavy9eHtJIQZHigaUJY26+Pz2ZJc4n8WMBsK16eX025kRxfFE4LnSwc5ZPVPezxBPzekV7DAbFIZq3zBJchYtKfazd/0PxGOZ7o+31k9Ttyf97k9qs4/K+3ihdYoqDFkjnRp1lMsi7X5V0aH+PmAsrYpJltDZek65Yzwj4PP8pPH/40/7n2IbnuEtBYfJVw4uHSZDbwnu47YOBl9xu9LXVPyqhyyBlSqT2pMnSVdFphNdBoNwIXH2B2w+mr7ky8UudKlUU+yOt6hPr/AxnwhI6CYfrfIMWswzAwl/Cx7jnRZbLbQ4Kf5nY2VVcK0CGkMas/SEBqH7H5Kfurg8797RphtRIJFhAhzhHN99AWH7WuVY+ytngqLUgkEZc/msngH1/hWi8AxxkXSYeRYHWtX7k/+gSOBhDD518HnZxTcGYxpVWyeit+gFr8hAVPo/MfwK6G/7XR6Cvpo1JKktNicBShfyHCkxxuV42NSiCqmoc3IsjreDkQb/oUAr86KYaDR4+T5w76H+OO+h+lx8sSErtz6pERDY8St8O7MZbQbqnDcZJnqEa/CnuopTGoCiRIsVOHMC1X7v8/qwQ5Sn8rafmQInfk+o3rxvePnl33WENjS5ZDdH54LgfLBli5LYi3k9NmpKxHQU4eR9ZVVbmgFD57jnmo3BS+IsYhEi0sN0TkTIcJc4DzU5wiYh363wNeHt5PR4ip4Mwja1GJsSiwkKUxcvNAkfkt6NfPNJpV+0j8ABHDCGeaZ0r4ZjSk4ZNrNnBqPr41V2isVw7G9cmRGwktw76JYC1ktPm56w7mDXzDiNJzbp+8heb50wPeTDrSRimloM7JsSMz3r7zQ2Mh3LoKEG8F7+E+Dz/K14VdIarE6QUBZnS6Ld4TxM2d7ggHlFbwq28tHSGhmnYZaxV4si7WxwrdiXWgUUXCrvFk5Gbr1BZaWqrSZH2tkW2o5QYD8xYPzO9ZAGD1o9XHcHlKB2uoLPCRpLcZl8U5g+hbjsX2tjM1jdbw9PFdAnVFxYbC9fJQRv65SJFZceogEiwjnHRfT8TBZnK85BWn8Hi7sVjnzIdR8Fj2L9cn5bE4uBggP7mtTS+k0GsKUpYEl4dsjr8+4dkWAtBYnJozT9IwCwSl7ZNrtBq5TzXraL0jmZx2Z4+J4wWGoBKXTj0btHG6twUzfrvZwxB6oCYe+plcXGhuTC1loNIWa8ggXDly8sObE06V9nLSHa5l0fMavQU+FgsVkEDDdb1W7VZwFWl1mKMXcbU0tp1FL4p5z18Ezw0PyeHHvqHdIoKo4LzPbuCO7Dri4BAt33KrW4pwV8QyEhf1WLzsqR0kKP+5B1izaN2dWM8/I+iObPgIhYn1yPqviHVSlU2elVsqkF8sHR30e4dJCJFhEOO+4FDUWqkDd+cNBq5+nivv8WAs1loq0WRvrYENSaa8t6dJuZFkZb68F/fqWBFMY/Mfwy7OWwtiWzoRM7el56yePQNt7U3ollye6KPqF/eQ5sloUvSqO709cj4wWO2d0HWqopcW3Rl4PA/eDrGBFr8qGxHzuzK0HwGD2sr9EmB0EjN+AU6LHyfsaZamqqKPe3yBrz2ToKrB4HLUHebSwh5QWU4H1fqa3Ya/Mu7NruTK5CKi9RxcCPCTfHdkZJmIQQoQCkSl0rkstZ6nZgoN3UQgXUkoKXmWUEKGUNxopoQKm53oWQdzZAauPF0uHSI6KwROUPYtb0qtZbDb745neiJR7rUernuaa5JJQURUoOWLCYEflKPut3hn1E+HCxoWzm0SIcFFDnPbn+RCYgj573Tz3DW8nq8fx8MICWabQ2ZBYQFZT/rTXp1ey2GymXOcGpQudV8qH2VvtCaYyY+TdKlU/cHv0eCXNRnpabQapM3U03pVZy3yzKazBca40gXmvilNX9yNAq5EhE2ZZOTewpMNXh18GRqcPdaVHWovz4dyVrIq1Y+POOiP5TmMP5mq+Sc0kqZm+YFyrW+EhKXv2pPsOlAm9bp7v5F8PA3YDuNKjRc/w6aattOiZOWHSZ9Lanmo328tH0ERdogcEBa/KxuQCfqblZuDiUEp5SIbdyqj1kEhiwqDVyIR/zzWC5/t86QB7rR5iwiCoKeEhyWpxfrjxWtK+EDqd5xdYmW7NrOGO7HqG3HJYYdvDo1FPct/wdo5ag/5nF8MTjDBVRIJFhAizAnnGP88lggPk1coRDtt+Vpi6mhbr412sT3QBcE1yCQtjqhpw4FaUFCb/MfwKxVnI2hHcO+gWKUsrtIwoqANtfaJrWkxNcIj9cNPV3JPboLSC58i9IGAEepy8MunXayOlEuACbfC5xN5qN18bfpWU76cvhEpxWvKqbEkt4Rdbb8VEHxVjM10IarT2TmMPgvkGhfBmiuBZLI+1sTzW5qd9rn13yh6m6E2toFgwshdKB3mksJuMlghjrhSTXuGe3AZ+tGkrQJixaiYI0urCzGiiJC3+sv+JGpMrau+1lJKPNFzJpxuvRfpjnulT0BBzZv3wkJxyhsMxhpmu8OgwcnQYuXPijub6T+Tx4l4eLuymQUuqIHih5j/iVfhk0xZuTK+cVvuGX69oodnEjzZdF2YmDOoVGULnoNXPY8U9F421KcL0EAkWESJMAyL8d/zNMUjldz4QukFYgzyQ30VaBBooQcVzWJ/oYolv8l4T7xi1wQsEBVnlkcJbs3LYBWPZU+2m13fxqKW+VO5Yn2jYMqV+AubFxeNdmbX8l9Z3kxQxVR8j6HeOXaGC1ndVjjPiVpQP+5jvf6z5euDc+YILVFrhv+5/goJr1dbZp8WqtPlQwyb+uOvDYV0LfQqssQpTF+EdEkJ//ZvTq1hitoTXXYoI5rXIbOam9EriwgjrdtSvy1RhoGGjUsB+oOEKZTn0v6u5jxyrC3adHG0HgsJRe5B/GXwex/fzD2gCVKagX2y9lV9te094jz4Fiq2niWC8LpJWPcMt6dW06dlJtnQ6Hivs4Tk/IUF9empLOiS1GL/Z/l5+svmGsNaNPoX1D4TiYNxBvY25oF1HemyvHA0ztoVKHs9mbbyTu7K+i+IsFqibCMEYvjGynV3VE8pFzq8rpCzW8L87PsjmxKIwQH4ya2Kg4eDRqCX5n/PuZUtyCXmvMqomUZOe4p8Hn2N7+SgQWSsuZUSCRYQIdRDUDsvgwKz/CTbZsODPBJujSq03+rux7dX+N7vMWMDoDHtlHsy/6aeRDcbtkdHiLIo1c2t6taotIZ2QmYkLgwfzu0YVqZrZWFTPr1aOcMoZIS6MUIsFKvj5iuRCPtO0LbxnPJGsnoEJmJcfabyG/9v1ceYZWarSrjE3sqYlmysE83q5dIQRtzIqN3yAm9Kr+LGm60Na0eqe9UR0NrMxKbxWOcbv936PZj0dxsgIIXD97Dofa7iKf1/0WW7PrMUdU9LudHof7RcufQZMR+OG1Ap+u/0enlz2X/jcvLvoNC/MugizhWBeHUaOX2u7kyeW/Qr/Y97dXJlYGK6LDK9l3Hd8rHAGiulaZDTxpx0f5prkUgp+nFCQzS2rJ3ggv4tTjkpyMBWqDkb03fxO/nnwWVqNTEgTmlDpiBPC5OdabuELC3+UTYmFPk3UMNEeGIwlmHtGi3NHZh3/p/MjPLrsl/mplhtp1IPaCFOniSGvxG+f+g6Bqw4QVid3pEdGS/Df593FPy34NFckFuCO2XHH22/rxx0IEx1Gjv/UtJV/mv/pcB+aTWWAi8ezxQPENQPq9ghXumT1OD/adB0bEwuwpXJRnMt9IhA2nyru4yvDL/vEJEYJbV1mI/9v/g/xwdymOsG5NoaxdAyKhpfFWvnr+Z/krtx6bNyQhl3pkdXiPFV8m68NvzorlrEIFzaM8z2ACBEuJMgxv409xDUEOS1Bo57Elh4NetI/9EZvlEktxuXxLka8Knm3QkFWsKQ7JaZgJgg0ynuqp3ixdIj1iS4/65MqkNVlNHF3NkeX2RjGJbhI0nqM/xh+lcIsFS+SKOvCgFvixfJhrkwuPi242kPy6/PupNFI8ie9j4yryaoX425IreRnWm5kW3o5CRFTB7LQqXg2uhCh65cQQkXRzxE0BANekVcqh1kebx01LyklMaHza/PuYGmshf/b/yjdTn6cVkbTmY7GYrOZfrfIsDf1jFzBc/+3oRdYm+jks03bGHCLGEL3GUkPXQiuTi7hb+d/ku3lozxe2MNTpf3sqZ6i6mcSq0dKi7HEbGFprIXlsXlsSS1mdbyDjIiR1RO06Bneqp66ZAWKsRBAk57i8sR8usxGPtqwmQG3yCvlIzxRfJtdlRO8bfWcwbJQ++aKxALen7uCe3Mb6TQbwgQHQgg8qfzw36ic4IniXr9vcYZ2x+tJ0WlVOvzf/kdZHm/l3Zl1DIY0oWFJF1PovCtzGVclF/N86SBPFPbyTGk/B6y+cWtGNGgJlsZaWRprZVWsnS2pxSyLtZHSYmS1BK1GmmP20BRWdXw8Vz7A73R/hz/o/ACDbinU6mtCYEuHhDC4K7ueq1NL2F4+Go57v9VLVTqnrVSLnmZJrJVlsVY2JRawObWYNj1Lk54iJgz2WKdmPObx8HrlGG9VTrEw1hzuEQJB1XNYFW/nb+f/EH/Z/xhfHHpxIlVV3X8hpyWZZ2Q4YPVNWfMf0M9f9D3GmlgHH268kmG3gi5VBrmq57Ao1sIfdX6I92Yv54vDL/GDwlvj0J36ZGWsjQ83bOZjDVfRbubCJAEBDRtCY8At8Se9j7DP6hklKEa4NBEJFhEi+MhpCT7ccCXL/QMypyfIagmyWpKcliCpmehCoPlaJYCsngjjE+qxwGzkq4t/Ak/KUDPmSYklHfJeRf24VfJemRGvSsWz+U5+J6+UD6PNwsYb3H/Q6ueBwi62ppfR6+TR0Sh5FlvTS4lhoCOwfRcJU2i8WTnJzspxoMakzhTBWL4w+Dy3p9ewPtFFwauOKtSU0mL8fMutfDi3mccKe3itcoweN48jXRq1JC1GhssTqnJ4u5kjpyVQrlQqIFxH8EsnvsItmdX8WPP1DLoltDk+u4KD9h8GnuGW9Gq6zAZVWdy3lnhSaXH/U9N13JvbyCGrn7eqJyl4VTwgoRlktQQNWpJWI0OLniapxYgLg1888RUeLLzpu3xNjZEUqKDy3+v5Pk1aivc3XMGQW8YQGpp/2IOkQUtyU3oVVyeX8HPSwpIuLh4Ft4JECRQmSiAxhR7+JISJKXRc6WFLl6JXnVFmr4sNElVboiQtDDTajRydZgMrYvO4N7eRqnSwpcMxe4iTzggFt8yIV8H2PJKaSUaPs9hsYb7RSEaPk9HiJISJjYtXZ22TSBKayZ/2Pczu6im/76kTdeAGedQe5DdOfYtsV5JrUksYdishTQTpUNv0LHdl13NzehVlaWNLF0e65N0KmtBIazF0oaGjhfQQ82lC9y0JlnQoedasFLGTwD8MPkO7meOXWm5j2CuHe68mNGzf/bFdz/GuzFquT62g7NOyhyTvlvGQPi0bGEKro2ODuGaCVOta9O+bCwy6Rf5u4Cn+T9dHGXHLo/Y+D8myWCu/1/5+frHlNvZUT3HE7qciXTQhSAmTnJakyUjRqmdCIajfKXDHob+gIu0pjSUQNsvS5nPd36TVyHBTepVyXZL4lguXrJbgrtx6bkivZNgr87bVQ6+TZ8ApktJitOlZFsWamG82kdZiJEUMyxfmAhrW/P7+V8/3eaCwy+8/EioudUSCRYR3PAItYKOe5Icar2F9ogtHumhCC03oyqzrM9qytjm6eCEzEEBlVtJo1TNh+/7/kbLmOiB9YcNFktJMTjpDsyZYgDo8XDyeLx2g3ymGAaI2LguMJoDQLcJDkhFxvjXyGn2+Zn22tv/gINtv9fL5wWf43Lw7yWmJkCkIzOUxobMs1sqCpiY+Ll08fxU0hGJu0cP8/o5Ujg8aAl1o/H7vA9yff402M0ufWyAuzLAY31whGNtrlWN8efhlfrr5RgyhjSrQ50oPTQg6jBztRo4rk4tC2gndCeqEVYminbgItuapi3eBcNHtjPArp75G0bP4ROOWUT7PQFi3JK6ZpIgpShcgDTXCWoGy0TTrSq/mr49yoThXWbguHIjwPbWkCz5DlhFxciQQQtBpNCq3Il9ICFwUBSiGHlXp3sEbnevfZzZzWpI/6HmArw694vc4/XcySDe6q3qSnzv+Jf6o80PclF5J3ne7ChCMI6XFyBAPi+p5vhtd8JjH0oQt3ZApD+Y5WyhLm9/veQBbuvxK2+0U3Cr1hTzrx53QTNKjaLkxZHSD/Tfce5FUPSd852bbJTVA8NzuG9nOPbkNbEstD9+9gAF3kSQ1k2WxVhbFmnHrrNu1PSI4h4J4lunHhATC5glnmJ878WX+suvj3JBeQcmz/NoWhJbsBj1Bk55iodmEK73wXl2I8Exxx9Cw57tWeVLyP7u/wz8MPjNqLSJc2ohiLC4y1BtE1YF18SDwx5Uy/G0uPVWmAaX5rvfVd3ytbFXalD2bqmdTlTaWdLCkEzKRQXBhvStMcE1Vqvsq4b0ujvTCezUIfWtnE8HS7q328HhR5bJ3kaPckMLxAh7w/cKuMOZiNhEcRv88+Cz/PPgclnQx6rR2gG/RUVq6hGaS1pQ2N+Vr8YWvSQu047rQcfD4H93f4k/7HgFgZ+W4X2BMC/2D55LEAgHw93q+x/fzuxiv6JX05+X4c9OFhi40NKGF7gKOdKlIm6p0qHrOjAXL4O4eJ88vnfwqv9XzbYBRQkCNCfCwpEtVOlQ8h6q/xhUv+Ns5jWaF39Z4fveXOtTca0JC8BPsF5Z0qXqOEn59pYMWPnO1/o70wnWtZ5CD7Ecags91f5M/7H0QmxrDPhME9++xuvn00X/i84PPYAh9VMalYBxu3TwqnuPvgc4UaWL2qKIkLX6353v89PEvUvIsJQhMgZardeO2/XEH6y7qxjsXlBwI+oNuiV85+TUO2QOn7X2g1rwqHTzphfQS0EzwvXomNlX/mcxsXKrvI/YAnzr2T3xt+NWQHqC2prY/LtcP8tbrLJ+BQOnJ0UJOXBj0OgV+9sSX+NuBJ0etxUwh6/b18c6yCOcfkWBxkUCgtAOG0NCFji40DKGHpuwLHToCg9qY9fDfC4sp0XyGL9jUDf8nMPmbY36MumvG/oy9duw99QymNgdZpKTPzJ90hnmsuIe0FkenxtgG89OEIKvFeby4h8PWQHj3bCM4yH6353v86qlvMOAWw0MqYLgC7WigFQ9+AuYluN4UOvusHj599J/5u4GnwrXbXj5Kj5MnKWK153eOWN+fOP4F/k/vI6peR90BLOpo3PNdpIKf0N/av97w3+vZHG9F2vyfvh9w16G/4Mni22Gf9cKNJkYnEagFbNYxjP5PcF+gWd9dPcXf9T/JzsoxNceLSt0xeQT0e9DuZ2flhNLuMlpo0OrWMsBEz7x2vRa6xggEz5X2c8eh/8v/7X901gpUjsWgV+ZXTn6NTx79PLsqJ5SWeizNijqhyb9vfJqozV/RhMdz5YN8fuApDtsDo9ZuJvCQfHHoJW4/+GfcN7w9FA7GCm31Y4TJ0LJKCFHyLHrGjYOaOYLZ77d6+eChv+HRwh5MoRLz1gtJ4+0TgcJK1I3Z9N3RZgtDbpkfP/5v/PLJr9Jtj4x6tsHvY8cVoH4tg0KG94/s4N5Df8X9IztmbYxhfwEvQe0cNai9QxHOPyJXqIsEtnTJexVMV1cmyjomzBon4PJCgkRS9CyGvTIjbjlkSmLCoOzZF4zPpURS8KqMuGVsX7t8elh2cO3pnwef1c/mTOxhvVtVoK0KP58lBOPZXj7Ki+WDdBmN2J476hBzpEeLrvHNkR10TyPzzHTwb0Mv8FzxAD/TchP35C4nqcXQ/cMh0CIG4wjcFgJG4pQzwj8NPcsXBp+vCzJXmYqq0uGtajdXJhdR8qyQtmbD3/tskMD/7nuQh4u7+cnmG7g9swZTGKfNq8bwSN9SJPGkh4OHlDDiFch7lfCa2cLrleN89Mjfc1VyMZ9t2sb16RU06EkEIjygR4+vboy+C4SLEvSO2YM8WXyb74/s4tny/lkb44WMeivQTxz/Ny6Ld/L+hiu4I7OO+WZjyNwErnvj6cBHrSkerlRi2Ihb5pnifr4wrN6Lc0GvAI8W9vBYYS+3Z9bwnxq3clVqMUktFroY1uYxdvw1N04PD8tz2Wf18nhxD98d2ckb1RNzNubD9gA/feKL/Enfw3y6aSt3ZNYxz8wqOkYLrSbjZTQbO25burxd7eE7+Z3cN/wqJ/39by6F46POIJ8+9s+8L7eBH2u6nssSnUhUZfWJ9r9g3J5/VnhIjtqDsz7OLw69xLdHXudTjVv54aZr6DQaRinBxu5fwXhcJEWvylPFffzdwJO8Uj4yq+OqR1U6ipfwKqHrqaO5FD1rlMAT4fxByEnaj955PrQRIkQ4F2jTM9yQXsm1qaWsirfTpKf84GwVYDjgFjlqDfBW9RTPlPbzSvnIRaEV7zRybE0t58rkItbGO2jQk+T0JElhhgGufU6RbmeEQ3Y/b1s97CwfZ6/VfU7GlxQmm5OL2ZJawupYO4vMJpqMFEkRQ6DcT5RCoMIxa4B9Vh/7rR52lI9xwhk6J2O8WDBPz7IxuYBV8XaWxFroMBpo0dPk9AQpEQtdX4qeRcGrkPeqHLMH2VU5ya7qcXaUj4VC8vlEo5bi6tQSNicXsSI2j4VmIw16irhf7KzkVSl6FkNeiUPWAAesXt62utlePsaAWzwvYxbAungX16SWsjbRwSKzmXlGloyWICYMXFxKnkXJs+h3ihyxBzjs7ycvlg+SP4/rHox9a2o5VyQXsNhsJqMnaNCTaAgsz2bYq9DrFDhpD7Pf7uXtag87ykfpcefGulKPzYlF3JBZwbp4F0tirTTqSeL+/pX3Khy3h9hX7eGF8kGeKx5gaBqZ7CJcPJisu1kkWFxkmEh7fjHgYhn7+aL0c7EWZ7WgXCIYz5oUIUKEuUMUmBvhXOFi4SUuNUxWsIhcoS4yXMwvz8Uy9otlnNPBhTw3MeFf9SkLJocLaZ5nm9f4f51biHF+u5DGdzHhdKbn4lvT6dDshTCXi+FdmwiTGfv5GvfZ9odzPa4L8flFqCGyWESIECFChAgRIlzqUDlug5RK53s0k0N9juPp3j+eOS38TEaSyiQRWSwiRIgQIUKECBEiKFxMAkWAmY5XTiA4XGTLcDEhEiwiRIgQIUKEixFanSfBVJjGQIsL4E2Rwwo0yOMFMk2HCRT+f8bzsrnYmODZhBDj+dVNX8suQG9twGhtxB0u4HQPgntuso9NF1o2idHVirQcnBN9yOrUqowDmIvbEcl4HS2NXle3fwS3d2hWxhtBIRIsIkSIECFChIsRY4WCyUZQT6TFPROE8O/zb5zo/kBQOJtQELbnNzZhe5No61KB8B9gIKSdbdqaOLtg6K+f0dlK04/fTWLDcuwjPQz+/bepvnn4wl1f06DhE7eRvvVKvGKVka8/TuF7L0x+vJoGnkfLL32Y+LqlyJKfwlvK2pp5HvlvPsPQvz0cZR+YRUSCRYQIESJEiHCRQW9twFzSEcY/uiNFrD1Hz3qfSCWILe1AyySRtou17xjeSOkMN1BjdHUNo60RrTGDFjPB1EFKZNXGK5RxB0bw8mXOyqHVMYd6Uxa9tQGRiCFiBrgeXtXGGy7gnBpQTOClzvSNEca0TBK9tQEtFUfETDB08Dyk5eCVKngjJdy+4clZm/y1iy1pJ3H5cuzjfcSWdRJftfCCFiy0ZIz0jVfgDuTRGzOktq7zBQsmLzwDlTcOIsuWKqYYNyFmoMVjoeDhlf10wxfeEly0iASLCBEueQg0rVaVVPqF5iK8M6Cq+mq+stkjOkEvBIx+JyeC5038vOIbltHy0+8DXUcIgXWkm+7/+rdIyx7/lkBz3dFM02fuIrZ6Ed5wgb4//BKV1/aPr/2uYzrjly8lvm4pseVdmF2taOkEIhFTzFmxits3jH20h+pbR6i+dbgmFEwwDr2tkeTm1cTXLsJc0oGeTSFSccU8F8s4JweovnWE8it7sPfPXcG9845wjSXG/Fbily0htryL2JIOtKYsejIG8Rg4Hl65gjtUwD01iHXgBNW3j2IfPIVXOEP9CP8ROH3DOCf6MDuacboHsY71jr7gAoO0HKp7jxK/bDHSdqm8eXiKDah55b/xNMVsEi0ZR6TiaMk4uY/cgt6QQrrUXPsizBoiwSJChEsaSr3jee64n0e49CGlRMr65x89+/OP8d7JKbZQtXH7R0DXAIGWjJO+fTOF7z5/5kfsuIo57R/GGykiLScY0mgIQEq0pgzZd20hdfMm9OYM0nYRmlAaX6ku1FJxxPxWjAVtpG/bzMj9TzH8hYdO79sXXuKXLSb7vutJbFiOdF3wJMJQ1g9hGui5NFomSXztYlLXXsbIN56i9NTrM1qvCxK+UCFiBqnrLyd98yZiK+eDJ5Geh9B1dY3ngQZaMo6WiGHMayJx1Wq8kSI9v/MvZxEs1IO1Dpxk8J8fIHHZYqpvH6fy+n71/VRjbM4RZMVi6F8fInXtWtyhAqVnd6kvpjhed2AEd2Bk1GfZu7dCQ3q2hhphDCLBIkKEGUAIbVZSMZ9JMzl9KO6ipXkha1ffSKVaJB5Pc+To6xw9tpOIwbz0IYSgfd4KFsxfh21XOHRkO8PD3UTP/vyisaGDdWtvxbIr4+4fUkpisSR79j5NX/8EmlqBslbommJCTYPUtsspPPgSuGcQWgSgawhdg4BxDT4fU5hCb8nR8EO3k7rucrxiGWk5yIpF9eBJ3IE80rIRMQO9KYu5oA29paHmwgSjrSBC/R5bvZCmz9yN0dmMly+hpRPY3QPYR7rximWEYaA3Z4ktnw+Gh96So/E/3QGaoPTEaxes686U4c9DS8bJffgm0rdvBiHwSlW0uInbP4J9tBcvX0LaDsLQ0bIpjHmNGPPbwHFwTvVPPvDYcam8upfKq3vndFqzCfvQSYYPnZx5Q6NoXEZWijlGJFhcJFCHj/BdGSJcKFBuRbPV2uwye0IIpJR0da7h/fd8jsGhEzQ1dvLAI3/B0WM7w+8jnFsIoQFyjtde0VJry2Luueu/0T5vGVJKXn71fh574u+x7Moc9h1hIgTv3Ly2Zbz/ns8xMtKNCDX/IDSlqPBch1yunX/78q/Q13/Yd2WbeO8XugaexGhtIH3zFRQfeWVmDLjv89/wydtJXXMZXr6ISMSo7jpE6cnXsA6cxOkfAdsBQ0dvzmF2tZDYvBqEoPyKz7zW9y8lIhmj4cM3Y3Q04RXKiGSM4hM7KD29E/twN16xotpryhJfv5Tse7ZgtDcjDJ3cB2/EOTmAtffoxS9c+AyuiBnkPnITmXdvwStXEXETWaqSf/hlqrsOYh/vwx0uKUFRE+i5NHp7M+bieSQuX07xBy9PLVOSJmprd4FaKkZBCDVmibLaTBdnSzgQYVYRCRYXCaTvgxnhwsJVm95HQ2MHrmNPXQsipWIipMe+fc9z/ORuBAI5y8/ZtisMj3STz/cihEa1WpzV9iNMDedGOaBoqH3eCuZ3rWVw6ATJRIaF89fT1rpU0VokWJ5zBMtt2WUGh45h21Xi8bQSNqWkUi5i2xWlsEBihwLgxM9JSom17zjxFQsQMZP09ZdTfPTVmQkVEjJ3XU1y8yq8ioUwDSqv7GXoi4/g9gyNvt5xcXsGcXsGqew8gN6YxQtcT4Ih+JaLzLuuwlzagVe10dIJik/sYOgLDyMr1uj2eocoPbYdt3+Y5h+/B5GMoTdlydxxNQN7j05ubmG61vFS2dZlXjof8LtNbVtP+rbNeOUqWiKOfaKXka8/RfnF3aff40nlwjZUwNpzhMpLe3CHCxP3oWnjp6sFf22mkBlMr4sHmmqK2kA4gDMLNIHQM24bXPzC5DsIkWBxEUATOgsWrCeVbODosZ0US4Pne0gRUNrHK6+4h8WLr6BaKSI0bYqMmkQg8DyHYnHQZ/a0Mf7wszNOXTPQNANd032NeYTzgUy6mYULLqdQ7Of48d14s/ysa1DcoQz8+KWylHjSxXGnngs+wmxB7Q89PQf4+v2/gyY0zFiCWCyFphmsXH4NixZupFIpoGnG5JQVEqyDJxGeJLZ2MUZHsxIunnx9esyYBC2XJnPb5vBvp2eIoX99SPmqaxpIbzRTGjB+rofbP3x6m57SzsfXL0NLJvDKFZzeYUa++awSKsYGjvvjrr5+gMKDL9LwyduRlkNsaQfxy5dR3Xlg4rmFKVvrUtmeCZNJ2TqbCILou1rIvvc633Jh4vQOMfylR6ns2OePSztdS18nKLmD+TP3MxkN/2SN5NOtdxE8I3cSnXiTUJ5GHpwXBSLB4oKG787QtoSbrv80ba1L+ca3f5eDh1453wOL4KNUHiKf76NaLSKEhqbpU9r8hFCCheMojd1sWysiXDjQNIM1q2/kput/lMNHdvCtnv+NZZ0hzecs4MSpt9i3/3mWLrmSarXI7reeoLtHMS6RteL8oVQeZs/bT5/2eSKeYsXyaymXR8a5a3wITaCZBiPfeY7W9UsRiTipGzYowWKq+4nPCKZuuBwtm1ICgakz8o2nlFARBBKPRb32f+z+57cZv2wJRmsD0rLREnHy33lOpUyF0xn7wA9eSsovvUXmzmsQiRh6c47ExuW+YDHO9OqEBHN5F7GlnegtObREHGFoeLaLLJRxB/PYx3uxD5xEOnMl3E8Af50SG5ZjLmjDHS4iTJ3iEzuUUBEWLpxgnQNryxnOGS2TJHvvNrRkHOkrsMJ2hUDaDsUndmAfPHVW4dPobCF71zWg60jbofC951VxvbPBbze5eRXJa9YibRd3YITCI6/gDZ9uNc/cfS1mR8u440VKKrsOUX5uV2S5uAgQCRYXMAJXhYXz19HasphspgXTSJzvYUWogxA6mhb8GAyNnMJzHbUxngVqA9XwPCdyT3oHIB5LsmzJVWQyzaTTTWhzajlSB+/g0Em+/f0/oq1lMVWrRE+PnwkmUv2ddwSWQ4FACIHrOdN7JEIg4ibVPUex9h4ntrwTo6uV5LWXUX7+zWkxYskrVyESMaTt4PUNU35lj/piMu2cll1K9R9b1onelEE6LiJmqqxEnjcxKfp9ufky1TcPk9yyBmEamPNbwTRUfEc9fKEitnI+mXdfjbmwDS2XQkslVX0MTYDjIS0br1xVtSCGC1T3HCV//9Pnhln156q3NpC85jIVqJ1OUN19hNIzb9Qums4617Uv0gmyd12DlksjXa/mguS6oGkqAP+tI75gMUFbPrx8keQ1l6E3Z5G2izeYZ+T+04Xi08cnwdRJXn95aP3KP/ACcuxz85G+YQPxdUvBdWtF7OosJdJxfcHizOONcP4RCRYXAeZ3riVmJrDsMpIoePtChERiGDEe/sFfMTzcg67rkzgbamqnYlFpgKLg/EsR6hnHYknmd63FqpbwPPecnY3Dw6cYHj512nginF8E77raBXwhc8rJatRzFKkE2A757z1H63/+CFomSfrGjUqwmNqgVMG6xoxqVwilRbdnotVXY9TbGhGJOLJUwT7ZN67Wety7KxbWwZOkrluHdFy0TAqzoxn7aE+NlH2hIrl5FbmP3qKED01D6DrS8/BKFSXApeKIdAI9GUNvyGAubkfoGvlvPHWOXgvViZ5LEVsxH1muIkyd6t6jynoznvvTVOCP38uXGfn6k+jNWUQqgZaMozdm0JtzYOjIijUhgz8WXqFC8YkdpG+6AnSNxJY1ZxcsAivVqoWY89tweocQmkb5mTeQpeq4wm7hoZepvnUELZ1ASybQMgn0tiZE3FDpd+vjcCJc0IgEiwsYUnqYZpLGxk403cDXbZ3vYUUYD1Idwn19hygUoxiYCPVQB2hb61KSyZxKDXpO0x2KsL+oQN4FjunGW8dMAKw9R7D2ncBc0oG5oI3ElatUetHJ0Jsfm2Au7VQafs8DTaO679jMtPmeBF1Dy6RUPIGu4ZwaqDG2Z2va83B7B1UAsWWrqtRtjUqwCKQBTwlEmXdvwVw4D+m4WPuOUnrqdewjPaovIcDQMdoaiS3tJH7ZYswFbb7L2CTGMRvw19HoakX4Vhd3sIB9pDu4YHa6KVXIf/d5hKn71h2X+LrFNHzydvSmLNISU9qDik/tJHPrZtAFenOO2OqFZ67y7j+W2Ir5mPNbwwrv9smBM/TxGsI0EIaKLdJzSRo/czexJR1I4UUpYi8inCPBQvg0cVpqBv89m803WtTRX00FMfv91PUXdDVr81NVWT3PZX7XWlKpRlzXwTBM/+U626Ywk1SWY9cvaE/9OxMov8l6BudM/df6VtfPvP9zgcBVLUgpOllM93nV6GD2aD1IbRw0NtW4j/rg8JlbYMajR6jRpPp97tqfedtSSgwjzqKFG3BdJ6y4rFyhzvwuT2X9JheUP1dq2dl+b+vXZfz9bDTtB9dNt7+JxlD7PegDLrz9SJjqKPfyZfIPvEjLz30QrSFN+sYNU65bYLQ2qPY8CbrAOdY38cVBKtDxUPfMtEwKLW6Gwoo7mJ+cxtzXbDsDBYSm4XkSkYihNaT87/1rPEl87WKM+a1I28E52c/wFx/B2nvstCbtt49ReWUPWjaF3pzFPtJz9nHMJkwDo6MZHBcMHXeogHOyX303i+5Y0rJVFXYfTu/QtIOwnaPdWEe7iS1qV8X8tl2uBIuJ3Ow8idaQIba8C1WrI0bltf24Pb7Sbbx7bBdpu0iqqolCSY0/MrBedJhDwaKeGia74c8GBZ2N4ZgtKg3akXWJJ2aL+mtVWbs6V5NONeJ5DoI4llVmZoLDRKibz6wwbKdDBpk6JtX/xbmThO4N58ilqUYH4zBeiMBRYhptTn/9Z3fuk6XHqb7XU6X36ewbtbaFECxetBHXtdH1JJ7nUa7kmc13+fy60Z3tvZ3q+p19Xc5E+9PHeOfWbPcx+xB16UCrbx7COnQSc2Eb5uJ2EhuWq3gGXZtUdh6RSiiXHAAhcM/ksnS2bEp1laUxfPdQIZAla3KZggLYThgrIAwNzbfQ1EPLpRCJGGgaTvcgTqAd17TR546Uqmp5dbgWPH4OIXQNLZ1ASg+hCWSlipf3kzjMBZn57lWB8Bliaq8j5WffUIKFoRO/bDHEDLDGEQ6DWJcVXcrdy3Zxh4tY+4+r788W8xPSjFlLUxsZKy4qzKFgIUnEMyxftoWuzrU0Nc0nlcxiGAk816ZqlcnnexkYOsHJU3s4euyNGWdI6WhfyaoVW2lrWUIq3UgslqJaLVIoDnD8xJvsP/AiA4PHZ21+TU1dLFqwgfmda8lmW0kkMphGAte1qFSKjOR76R88yokTb3Hs+K4zppYUQiOXbaOtbSltLUtoa11Mc/NCGhra0TRd5Sq3K9z9nl/GtqsTjEhimgl6eg7wtft/c4p56iXpdDNLl1zJ4oUbyGXmkUzmVCrU8jADA0c5cPAVDh1+dRoabDWOO9/9yyxbuhnpeTz1zL/yxps/qGtL+s/vOtrbV5DJtGBoBtVqkeF8L909+zl8eDunut+ecv+XIjShs2L5tSxftoXGhg6SyRy2VWEk38uRo6+xZ98zlErq0PQ8ZxJmZMVQLZi/jltv+jFSyUY86XHs2C4eeOTPQ0H3bPdfvu5d3HrTj5Mv9JHLtvHoE5/n9TcePGuBr/GwaOEGFnSto33ecpLJHIlEBiE0bLtMqTTM0PApevsOceTo6wwOnZhS2wG9LVywnrbWJTQ2dJGIpxCajm1XKJfzDAwe58TJN9l34CVsuzzplk0zSUvLQua1LqGtZQmtLYtoappPOt0MqLoi89qW8JOf+YcJ18STLul0M9/9/h+z78ALZ32XTSPOJz/2h8Rj6Qna80gkMuzd+wyPPvn3YRay2cCC+etZumQT7W3LSSYbMM041WqJfL6PEyd3s3ffs4zke6fQomDj5Xdw7dUfRdM0Tp7cw/3f+V9oQseTLoYRZ9WKrSxZvIlcdh6pZA6JpFQepr//KPsPvMjBw69OczYSITQWL9zI/K61KmlGro24mUQisa0KheIA/QPHOHJ0B4eO7JhmP7OIQGvvwxsqUHzkZZp+/L3oLQ2ktq1XgsUkoSUVcy6lRHhyQstCYuNyGj97N7JUqQkiUobW+5H7ngxjPETMUIKNlIqZtu2p7QdShtp3oeuIWOy0S7xSBWk5CF0ntmIBRnszVr7EaalxA5wvTbiuoSXjSigzNBUQXZnDFNBhcbiZTbb0/JvkPnwzQgi0dJLk5tUqmHosfGEzvnw+elMOXJfqm4ewjwV7wFnGUT/e6Ki/KDHLgoV6U+PxNNdc9WHWXXYbiXgKTTPRdQMhtLoDUmnlPc/FcSxc1+bo8V289Mp9nDj51pT66+pay43bPkXHvJVomo6um2iaFhYb8zyPZUs2s/Xqj3Hg4Es8/vQ/Uyj0T3t+XZ1r2XrNx+jqWI1hxPz+9FHzk9JDeh6uZ+N5LpVKnudf+g92vP596ne0gOFas+oG3n3bzwKg64bfpoGUHp7n+u16ZDItE7o8SOmFwlT9eM82n0Qiy7VbPspla24mHk+Nmk/Q7qIFG7h83bsYGenhmee/NG6qxLP1k8u20tq8CNdzaG5eiKYbuK5NMpHj9lt/iqWLN2OacXTdrFtLj/b2Faxcfg1XbLiTJ5/5V97c/ei0GNWLH2odlyy+kltu+AwNjR0YekxlpBIaEkmHt5Lly67mmqs/wsuvfpOXX70f13VwneqkfGpNM05TYxfpdAtSuowMdzMZdVGghEokMrS2LsY04zQ2dJJMZP2Ri0mdEZrQuWLjXWzacBeZTAu6bip69OkB37UoeC8cxwYkJ7v38shjf0d//5EzMuHpTDNXXH4Xa1ZdTzrViGHE0PwaH0LUXJeklCxauIEN62+nUinyyvZv8fL2byohbeJVACQfvPdzdLSvRAgtfJeF0MJ7pZToeoymps4J19bzHLLZNmKx5Ki2J+xZaDQ3LSAez4x7nfQ8kqkcJzJv1QKFZ4gli65g29Yfoa11EZpmYBj+exvuuy7Ll23hums/zp63n+XpZ/+dYmngrHMBSCaztDQvQNN0HNtS9V6ky+pVN3DT9Z8mnWpEH0X7ap9a0LWO9ZfdzsDgMR76wV9xqvvtSc+nrXUpmzfdy5LFm4jHUj7tGWov9J9TeJ4sddh0xd3k83088fQ/s//AC9NfyNlEkJpz50HsI70YXS2YyzqJr1tMddfhybWh1VJ9yjMEEotEDLOrBa9QqWmW68ahpRKj/q5dIQJj4aRxmuV1lNei+tbaewyne5D4ygWIhEfzz9xL4eGXKf7gVeR4mvXzxLQKRE0Qw7e8zSRgewo9zwRevkxlxz6SV61GS8RIXXvZ6elfgxodnS2YK+cjbQdh6FTfPIw3Ujq7tSLCJYFZFCzUYdGQa+ddt/4MK5Zfg+s6dYy2RMrTX25NM4jH1YG0cvk1vL7zgSn0Kdm86V6uv+5HiMeSQI2hGKth1fUYhhFn7Zqbmd91Gd/+/h9NQYCp9bft2h/iqs3vI2amfEZN1gSJsYyuAF03icVSSGB4ZDytnXrZY2aCTKYFx6mOmcPol1B9Vh+AGRzSigl3XRvPPbvvavBc5rUt4z23/zxdnWsICrNJyWnzUQJbitbWJdz1nl9m8aKNPPSDvzprP/VwXBvbqeI4FqlkDk1oJDLNfOT9v828tmUEndf3rbwrPGJmEsc5RV/fIf+yd9rmpJ7zxsvv4MbrP00q2YDnKTqQ0sOVnn+NwDBi5LLzlOUh1cjBQ69QtUqT8sGXnsR2LBynqhj3KRZT8zwX266qH78NCB0Gz4hspo177vr/6OxYha4rV4dQCSHd0xgBITQMI0YymeXIsZ1Uynn/nvHb13WTH/7oH5HNtql6I8HIJEjpnnafpmnoegLDSHDbLT9BLtvK40//01m1/elUEynffbGmRFG/18cNuGd4Tz3PxXWdSdO5Jz1OntpLQ0M7yUSOWCwZ9q2EMA/DruJ6ShCbCYTQuGbLR7h+6yd9BYBWt8eP3ndNM45pJtiw/t0sWrCB7z74p5w4uZuzCRdKaKyGCobmloUsmn8577n953B9RQt+n27duRIoltrnreBjH/o9vnb/b3H8xNkzI82bt5xPf+LPfItILJxPMJax0DSduG4Sa17Ih+79HN9/6M/Z+eYjk1vAOYUas9s3TPHxV2n8kfdgtDeTunZ9TbA4C1MvK7bSOmsCYegIXRv/cimRjot0XYRUwoIMXKPEaKFEWrZyZfLPHWEaynIxyVkJIRCmriwdrjcqdgDfvco5NUDpydcwOprR/ErduQ/eSOY9V1PZ/jalZ97A2jdbHgvTh/Q8vIpVc/kxdETMPAdZj2Z4ZkpJ8emdJK9eA0JgLmhDb2vA7a1zJ/Nfa3NJB/GVC0BKrIMnsQ6dnFnfES4qzKJgodJtXn3Vh1iz+kbK5RGVm9t1OXFyDydOvkWpPIjnOSrTUUMHrS1LaJ+3zNcWeoyM9E7JtLxl8we45cYfCw9OTdMZGjrJ4aOvMTR8EtexSSQydHSsYvHCDei6iZSSxsZOPnDP5/jy136N/oEzZDYYBcHtt/4UV216H64bmHHVJuk4Fj29B8jn+7DsMqYRp7Gxg+bmRZhGHE2TDA2d5OChlxl7oAYH8dsHXuBf/v0Xwu80TadcHuHGbZ9mxfJrcRyLWCzJY0/+A8eOv8H42geJJnSqvkvZRBr9QKjo7FjNHe/6BTraV4TuVVJKTp3ay7ETb1Io9mPoJtlsO0uXbKIh1w6AYcS4YsOdxGIpvvP9PzptThOuoBAhc5tON5FI5rjnzv9KR/tKJRB5Ln39hxkYPEG1WiQWS9LSvJDmpvmImMbQ0El6eg9c2NaKcYKpZ6FRQLJi+TXcsO1TpJKNuK6FEBqu63D4yA5OnHyLqlUimczR2b6KhQvWEYulueLyO1m0YAPlcp54PDWprtRzqv1MdazBcx5V5OgsaGho5+Mf/n0acu1jrHSSYmmQ7p79VMp5XM8hlWygpWUhuew8v8Cgy8FDr1AsDZ6RNlzXZv/Bl7jyivf6wqvEtiuc7N5LX99hCoUBHLdKIp6hq3MtCxes95lMD9v22HLVh+jpP8TrOydy7VLP+zsP/jExMwmoQk+u55BONXH3Hf8F3TAxjQS9fQd57Im/x7LL/jzHjlai6ya9vQfVX2ehd8ep8tX7PhcG3ptmHMOIsWTRJt5z28/XnucMtZZCaFy/9YfZes3HfWFMcanF4iCHj+6gt+8wrmuRiGfp7FzN/K61xEwl5DQ1dfKh9/8m3/jW/+TY8V1MxgojpcQw41xz1YdZvXIbnq906B84zuEjOxge6UFKl2y2jWVLr6KleWGokEkkMrz7tp/lq/d9zk/nPHF/+XwvR469ztIlm7FtZd0rlYY4cWoPAwPHKJWG8KRHJtPMkoWbaGtbitD8mDGh8e7bf56T3W/T1z9Jq8BcwWeykZLKjv04t/djtDcRWzGf2OpFWHuO+MuglFHjwatayidfV+yBSMagcLorYOX1A5z8ZaVcklWL2OIOGj95O3pbgxIi6mE54LpqaJ5ExM1RWvuzwtAQhg4IpOucboHwX6DiY9txeodo+MStmF1tCENHb8ySunEjqW2X4/QMUnr6DUpP7sArje9SPOfwPGSlGu5vwjTQkjG8keIFH6hsvXUEp28EoyWHlkmSvGoNhe+/ULNEeBJMXVmNYirZjLX7MPZhP+vVdBWCF/CaRDgdsyJYBIdsZ8dq1qy6nmq1gGGY9PYd4sFH/tLXGI3/xiTiGRYvuoK1a27i+IndZz1Ag76WLd3C1qs/prQmKAbhqWe/wI7XvzeuhqmpsYu77vgVujpW4boO6XQTd9/xK3zhS798Rq1g8PJfvfkDXLnh7lCo0DSd/oHjvPjy19m95wkc5/RNStMM5netYcWyrQwOnZ6doh6l0hCl0tBp8ywUB0NmXAid/oGjHDs+xdzkYyClJB5Ls+3aT9DVuYZyeQTDiNHdvY+HH/ubCSw5GhvW387NN3yGWCwFCFatuI6t13yM5174yhSZfUk8nuGO23+ezo6VWFaZ7a99lxdf+QbF4ukuaolEllXLt2K7Vnj/hYoa7c3mGJXQvu3aHyKTbsa2q2iaTl//Ib77wJ/Q4zOf9WhpWsjtt/4USxZfSYfvTnP2OInzA103uffO/0ZDrn2U29/+Ay/z3ItfmdCdJZnMsXL5Vua1LeP4id3+p2de9xdfvo+1q2/i6PE32LnrYQ4feW3cdxdgXttS3n3bz7Fg/josSwkAq1du49ChV/2YgfH3tJ6eA6d9lko2ID0XpIEmBLZd4fiJt6has1cYsf75ur6lqX/gKGEl21kgyeVLr+K6az8eWqNd1+aVHd/i2ee/PO46NjZ0ctvNP87yZcqCnUrmuO3mn+Ab3/49Rkbq0oWOC1WVPpVs4LI1N6PrBiP53jA+aywef/If2Hr1R7n26o9iGglsp0pX5xoWL7qCN3c/doZ+oFwe4dUd32Z+12W8tvP7vPnW45zq2TeOK5DgSf6F1Su3cevNP0Eu2xYqfTasfzdPPP3P4dqfN/jnmdMzSPGJ12j4+K0YC1pJXr1GCRaeVytMNw68gXxYxA4pMeY1jdZKB91ULNyTtf3aTSeRrstpDQsRxj8gNPBstKYMwtDPTpL+XPSGtBJINIGs2niBoDNOA9U3DtLzP/6J5DVryb7naozOFtA1RMzEXNBG7iM3kX3vtRQeeonCAy+O7yY1h5CWgztQCNPn6tkkeluDX836wpYspO1Qfu4NsvdsQyTjJDetVIIFhMKFuWAe8TWLkLaDtB2qbx8LLWBnDfaPcElgVmMssplWmpoWkM/3kko1sOP173P8xJtnZDor1QJ73n56kj77tTiDTRuVD3a1WgIkDz361+x+63Em2i0Hh07wtW/8Bp/65J/T2NCBlJKW5oVsWP8eXtv5AOO90IFQ0dW5hsvXvxtNN7CsMrFYkrf3Pc8Dj/x5WNhsPHiew9Fjb3D02Bt1n07uxQq0mKNnI2dF4yilx6aNd7Fi2TVUKnlMM0539z6++d0/YGj4JONvbh6vv/EQw8M9fPgDv42UDrFYksvXvZsDB1+hu2ffBPedPi/XdejqXA0oTev93/l9Dh56ZcJ7KpU8r+96KPz7QnaDSsQzlMoj6LoxqXEKBI5rTciMBM/ryivuoblpfsjQlcsj3Pet3x1T+KzWav/gUb734P/hnrv/G4sWXD4h83wh4OqrPsS8ecuR0gvp46lnv8BLr9x3xvvK5RFef+PBUZ+dbc1H8j383T9+9qyJIoTQ6Ok9yONP/SPvveO/kMvNw7YrtLctp6Ghg5F87ySTI6h3YlzLzxzmZa/tubPXh2kmuP2Wn/ZpUMN1bV58+es88/wXJ+xnaPgk93/nD3jvnf+Fy9bcTLVaZMH8dWxcfwfPPP/Fs8SsBFDWm3y+j4d/8NcqmN2P46iHQPDci18ll5vHpg13I3x3qlUrrmPf/hfO+sz3HXiRv/jbT2DblTOORQiNPW8/Qybdwg3bPoVpJnAci8ULN2KaifMvWICiLdejsv1t0rdtxmjJEl+zCGPhPMWUBwzeqGxJ6h/7eJ9itjO+v3xXK9X/v733irIrOw/0vpNvvhVRuQo5Z3Qg0Y3uZnez2SRFSiLlGdEzI84amfKaGY3l8OIX+9EP9qxZ9ixbS5Yt2bLI0cjkUCOZVJOdM9ANoANyLBRQhcr5ppOPH/a5oYAKt1AFNLr7fGtdoOrWOTudvffZ/95/OD+wfF41Rtt3ocgEtivyVSQC00dtbRAG3eVbVjAFVJqzQhhSZLx8SbhOXQ7Pp/T+eUrvn0ff0kniyf3EDm1FTsSQdBUpESPzvaeIHdjC1L/9ed3B+tZMeFrk3B5HUhX8oomcTaG2N2OdG7jPcsU6zAVBQPH4BdLfPQq+iCCubevGuTpU8b6l97WhbWoncH3sK0PY/SOVeyO+HKyrYKFpscqRu+s6lQlavIDXPmLKL/Kujl1s2fQoppknkcjywcmfcflKWTBZOg/LKvLBqZ/xjef+EGHoHOfgvhf59OyvFrcpCn/fvOkROtq3UyzOoesxRseu8vpbf0qhsLzqxZq4L2NQCGbpVAt9vQdRFA3bMZEkmXeO/5jZuZFFX9i1DN4+y8mPfs7Rx3+A41g0ZNvZv/cFXnn92qq8UAWBj6oavPza/7asUPF5QZJkbLvEP/u9P657wVg2tn/nvf+HN9/5c2RZWeRUQbTnlk2PEYulse0imhbjxId/vYRQIe6RJIlcfpIPT/2Mvp4DD+2criga+/e+gKKoldOKM+deDoWK+/OWrcf7XHlMD49c4vqNk3zlsX9APj9FNttOIp5ddZ7VWnx+/SZu33aUTGYDvu8iywq3hy/w3ol/t+ycIQRFmw9P/QdaW/poae7Dsgoc3P8i5y68wszsUhsZZar2Y1evHw89ZC0x54bJXLz8Nhv7DtOQ7cDzHNo3bEVT9RWfu1B5W06oqF4HcP7SG+zd8xxdHbux7ALNzb0V26DPfOc5HPDO6BTFd8+Q+e1jaH1txB/ZQeHlkxV7hztuEvcMjQt9/1A4ie3dROHV0/e+MAzz8abnCSxhv6H1bBBubadzK98e00WQtNAQ2C+UcJeLh3AH9vVh7OvD8BOFxFf3kHrhUdTOZvAC9C1dNP7oN5j613/9gB6ZyMSbzeNOzSGpKnImibGla21t/ADxpuawLtzE2NWHnEmQeGQHc1eHwPeR03FxWuH5SKqCfXUIb2J27Ubbn99p80vJ+rgHCTGtPK5rEwQBuhajt3svhp64wwj53nuIWIzq9PbsQ9eT4c5tjsGhc/i+i1Lx7LL4BySu938YGr2KsiRTzWQzGxZZEIuXZUO2g+7OPZU6KIrOqdP/kZnZ4YrKxv3gfkwv5V3Tnq49dLRvx7KL6Hqc/hsnK+obK+Xr+x5nzr0ijFERz6OzYyepZNOq2kKSFCYmB7h05Z17rc7DR6ga4rr2wo+31M+OsC1ZJlhgEAS0bdhKOt1SaV/Xtbl45e3lyxI+yKnpIYZHLqKqOp/pQmcJtm89SjyWoSwMlUrzvP3u/x3+9UGWV1rwkSQJWRbCzvz8eMXls6YaqKqxinQfvja/V/bv/npFDdSy8ly49CawfA2FwbrMyOhlRkYuo4Rtms200dOzv3zVsverqs7c/DjnLrxe+W6pawHGJ25QLM6Fp4Y+6XQLslzeQ7uX909Nv6jpG6aZwzQLSLIQdAwjiSwpKyX24JAkcDxKH1/Bm8khSRKxvZvQt3bh54uL2ziEwoR9YwRcYUNj7OpDzi7uxrguyl6bbo7hzRWQFGEvYWzvCf++VPnFf3I8hr6jh8D1IAjwxmYJCot4oloJ16P4zhnG//s/o3TiQuV9qG9sR9vc8WCGatkhwEwe62w/clwnMC20LZ0YuzeKMqy2Xg+YwHIovndeuM2N6Rg7eip9SW1rQt/RA36AOzwp1KAgEgy+ZKyTYCEGy/T0ICMjl4jFUuSLM+zb8wIvfv2PaNuwJTRmrF67ILpvHZRVgNLpVja0bsZxTBGzYeJ6qIYDXuh5ZalP2ciwUJwNTyR9NFWnvX1bJZdKfuGk05Btp6mxG8e10LQYw6OXGZu4W4f680RjYxfpVAue56BpMQaHzpHLl6Orrjy7mqV5BofOoio6nuuQTDTQ3r4dqLbbcpQXCxcvv7VkTI7PIxJUjEsXfPylfhbulpc2shf/tzT3VgR0WVYZHrkYBkpcmvIOcqEww+jYtYqnm4cHUbnuzt2oqlYp29X+D7BXETNiLfkv7KvBgk8QBBU1HdPKC1378HJVvTs41xcdTTVoa9saCgoKtl3ixo1T4V/r61e3Ry6SL0yjKBqOa9PTtbfmvbA0sqxQLMwyMnq54olvaSRMMxd6lBIbP7oWR1qFobDEne+mmn5xR9+w7WKNIXSApuk193zGlG0tbk1QfP8cyDL65k6MfZsJLAdpsQVseE/p+Hn8klURAjLfOVq9Zqk5XlrCWUOYpnXhJt7kXMUDUvKZg1WB5c40ax6zsaMHrbsVSZbwpnOY50KbsiUFkmXeQWG6s3/xKwLHEWkoClp3a/XvDwA/X6J08jIoCoHloPW0knzukFAP84Ol27KMxH1VpVwJ81w/ft4kcH3khhSxA1sAULs3oHY0IymyOCkqe+GKbCu+VKyLKlR5UTAxOcAnZ1/ihQ3/El2LYzsmu3Y8xfZtR7ly7Tjnzr/C5NRN8oWZGj3UqvvFZQmP0pKJRpqaesJFsYHvezQ0dFT83S+/+1U+mnfCQRkgyQqJeMOS92TSrTQ0tGOaOfR4homJG5UYGA9+nba2iaS825jNtleSkiS5ElysXlUm17OZmLxJX+8hXNcmHs/Q2rKRa9dPUN95coAsK4yP99epY/15IECWVT458xKmmaMu166B0B0fCm1w7hYwRFs2NXaj63F830NRVCanBus2xLbtInPzE6F71Ydnci/3tfa2bSiKVnG9OrTAHul+Uo6qLKHrMTQthiJryIqCLIkYLoqiUirN05Btx/Pdqn3TQyWgPRhEbJJYxQ7GdkzmcuN1qjiIv8/MDGOaOWKxNL7v0r5hK6pmrCBICq9f1Y2PlTxJETqnqdqXSLJc4154OUTaZaFclhV0LY6qGtV4FrKMLMnIsugbsViq5sTxIdyWlSUC28H86CqJY/uRk3GMXX3gB/iWs4TtD5hn+3FujWHs2kgQ+CSePoB58SbmqctLPu/yicLdfxCGu/68iL6sb+kk8Hz0LZ0kj+0j98sP7r4v/FXtaCb9naP4RQtJ13CGJzE/uVpN945yC/mv5vva+knVvwWej1+0UHQdgoDAeYCOLcJyWleHKJ2+TPzQNvxcifiRnXi/W2D+p28SlFZwPRtU/lk5L1kSUc7vfNTl3yUJpGBVr4egaFL64DzJ546gZFMYu/owP7mGsbsXPJ/AdrGv3RYqdWHk77oo2+mEfWZBme8sL9RfZqnmh7v6TflorOZvX74pfl1Z98jbn579NYae4NFHvkci3kDZdeTO7U+yb8/zjI1f49KVd+m/cYqZ2eGKJ6R6F7W6HicRz+J5No5j0t21h3/0D/+nSpCkejDNXKjPLVxiCi9HC19Z5Z91I4GuxykW55Bllfn5cUrmfHjVg+59a8lP1MgwkuHut48kyVh2gZKZX3DNSniey3xuQrR5aCuRDPXO6wmEFiCed74wvYb6PFyUhYT3jv+EYuluDyr1prEY8VgKRdHwfWE0m8tP1ilYiOdZKs2Gz+qeinWfEIWJJzKhECZ2faembt3HPKv9O5VqJpNupaN9By3NPTRkO0kkMhhGEl1LoKo6qqpXNi8sq1AVFj/DncLPimSyKeyf4hSgMm+vYJMF1Xd1rjCF7ZjIsozr+iSTTSgLVJTuNnIT9no287lJVsOCJ1Q+cFgRcVE2205jtoOO9u00NXWTzbQRj6fRjSS6GkNVjUrfcBwTJ7RTeygJd4rtGyOUPrgo7AvamsLo1+7ifTlsq/n/8DbN/0UrciZB4Ho0/ug3mM8kMc9cx58v1HhTEjco2VToEnaRxg7LkX/5FMauPvS+dvyCSeb7TxM4HqWTl/DmChC6qZUMDbWrhez3n0btahGCUK5I4Y2PhZ3GIh6GYge2AuAMjOIXLRHrYhHjdClukHhsF0pDOiybX+MOtf6mvWfECxB/Nk/u795D39yJnIoTmDap546gNmfJvfQB7siUcIlbG/lcVZBjOlIihpJN4udLuCN3e1JckFfYpoHtLhirlYjqd7oGrqcKtkvpw8sknz2CZGhonc1oG9swtnaDJGHfHMW8dDO8eDUSS+Wfij1O5XvXv+fyVqtdTq+mTG74Lo1OVdaNdRcsPM/h+If/LyNjVzly6Lu0b9hGJiOOGUulebKZdp46+nscffx3ud7/IWfPvyqOyOuMhK0qGroeo1i0KkZ89RjcLUxDB0Usbl1ZQdfCCKE177byANS0WCXojyTJWA9ETeP+oaoGqmZUdh4dx1r1qUEQBEIVJxQGFUVFN8pH2tS5kSLVPLfP2NBx3QgwjATF0tyqFhplNb2l0PQ4sqyEp3zldlu5vcq7t65rP3SL4bLufa1QAVCy8svet8ZcMYwkm/qOcGD/i2zsPRSqNYXxHaTqQtn3fXzfxXHMGpusajpfNmJGqrL5Uxn/wGrawnVEwERx8uOHaS4/TspxSh6EV7N0qoUd255g//4Xad+wNewTVfu88nmG73n4votlFe+bjd26IksEpo358VUSR/eK331f2IYsdY8E9rXb5P7+BJnvPYUU08F2aPxn38K+dhvzwgDe1DyB7SDFdZSGFPqWLuR0Quz+y/Ldc44s4U3Mkn/5FNkfPCsW0yWbhn/8AvEjOzDP3cCbyyNrKmpXK/FHtiNnkmLBp8gU3vqU0gcXRbqLLAITTx0geWw/5idXsa7exrk9iT+TEwvoQKShNKYxdveReHI/QRAg6xrWuQHc4ckH+xoq251cGWLuL18m+09eEIJC0SJ2aBvG3k3Ylwex+4fxZvNika0qKA0p1LZGtK5W9M0dzP74VfJ3ChayjBTTkBRFuNnVFALHQ21vEt+FmhvKhkbkTBIppoln5nnV4IPLneCE7eQMjuPcGkPf2IGcTZI8th+1RWwwOgOjuLfGF5wSLZeeZOhCKA1V75Ak5FQc2dAqrwc5m0TOpkQMFNcVDgg8X7i1tZ27n50kIRnawnQVWahFairlG+SGJEpLVgirrkfgCpVlHFe0e8SqWXfBAsQCfODmxwzc/JitW77Cru3HaG3dTHOTUOmwbRPPc9i6+XF2bn+Ky1ff5eTpv2Hg1scrpy3LKLIaLmhlTDNPoTCz4q7Z4uUUri3LO+cLNjfCnxVFE2mHp3JBJVru53MxvDDomYQI0LfaegShf/dQ1UCSkVcT7OgLTNnv/fosOET7CjUOqfKNiOJc7/0iwvNa3RSvSHk3cBUCjKrq4vqautQTNf5eicczPPXED0WQS9/BdR1kWSGfnyJfmMa08ji2KQzsHQvPcyiW5ujo2MnmvsOUzJU92KzM52/OgDufaxgJvW7CHUjfr5zKBQHIilK3TdZyUcrXg5bmPr7+7D9n25avUjLncV0bWZaZn5+gUJzFsgo4rimcLjgWnudSLM2ya+czNDZ0fDa2YuFudCD7y6uahItw68ogpZOXSH7toDgdUMP5ajH1j3BXPf+rD5EUheQzB1G7WggcF21TO/q27qqqSnmX2RNR3iVNFQsy1727HLJE8e1PkQyN9IsixkTguOg7ezH2bQp3QxBB5DwfSZbwTZPC258y/9M3wrItMYYcD0lT0Hf2YezbLAQn3yco2QSehxyPIemKWJCGC8jS6cvM/tVrd9f/AVI8fh7fdsj81jG0rhaxAPZ9jH2biB3cutDeoqzqFQQV9653ovVtECcJsoQU15ENHUnXkNMJ5LghBC1FJvXCoyS+sltERbccEQ3c8zDP3qB06nJ1J/9Owiz9oknx/fPoW7pQGjPEDm8ncD38+SL2lbLR9sqqknI2SerFx1EySSRNQYqFZY4bKM0ZoWJHgLF3E82dzeLkxbQJLJvA83FujVN875wIMFiDsqGB5LH9KE0ZEek9riMbGpKhC6HW9YGA2MGtaL3toh1MW3x8H2dwnMJbnwpHARGr4r4IFuXd8CCAa9dPcO36CVpa+ti+9SidHTvZ0LqZxmwHjmtRLM2ydcvj9HTv5ZXX/5iz519dNm3Pc8NJPEBVYwyPnOb4h3+NbRcrnltWWVryhdnKz2XKu3OuYyKHk11AUOMR5vO5QHAdC9epGjaKyOCr82QiSTKaHqOsquB5ThhPhM9rszykiMZ0HDMUAKWwD+p1qg6GKgqKek+C9+pKKtJXFa3Oo28prFewYGdT11c25r1XvvbU73Nw/7cwrUJlU+HKtdcZGPiI0fFrzM6NYS8SsO7Avm+ya8dT96zi9kXAsgqV/iZJcs1zqmeDRVyjagaKrBCE84Zp5eu2FVp9BPg7sl+GZLKJb77wR/T2HCBXmEJTdQqFaa5cO86twTOMT95gfn580fgUG1q30NqycUVnCvcDSVeRG1JImoqXTix/sSwRFC3MT66SfOoAarPYWQ4sG0kL5/87H2U4NnO/PI59Y5jk1w6jdrVUdqWFoTEErkdgO/hFCz9XxJvJ4dwcqxru1s4HoXBReOUU7u1Jks8eQutqRWlKQ6ALocT3CUwbf76IMzJF6cQFiu+cWbE9zE+vIWcTKNkUckYsoiVdE56XJAkcF2/WFOpDk3PYFwfI//ok/me9cJTAPH0Fp3+E5PNHMLZ1IzdnUDIJ0DUkTRUXhacJfsnCmy/gT+dwBsfuSk7f1EHDD57Fz5uVE4MgFNZqT3qU5gzI4UZjKABIiRhyIob56fVwQb90mfF8rPM3IAhQ2xrBD5CSBvYHFzHPhg5u6lAvUhrTZH77GEoqHtrphKf4QbBA7UlpTAs3xeXyIsprne3HOj8QRi6v2sGp7U2kv3MUdUMjgWWXv14k3QxaT1vN6WSAnIxjnr9B6fQVvIJZ3zQXUeG+CBbAgpcQwOTkTSYnb6IoGps3PcKWTY+xZdOjpFLN2LaJomg8/+w/Z3xioOLlaTFc18KyC6F9hNi9nZ4eXKfdxCplwch2SqHahoTv+8QTWVRFx/VWMK566AiPXu0Stl1ClhTKcRQ0dXWLOVlWSCayFQFSCBb5MJdo9K03ll3EC2M8EATEY5lK/1yO8hjUjUS4gL+HzFf5OHU9UddpTVkw8tyF4yiVamFqenB1mdZBX89Bdu14JtSHF+o177z/F5z66G/vKpeELI7eJQXXs4kZyQUndGvj4VJJq5dicbayGSFJEnEj1E9fRQeJx9MV72SSJFMqza/y5ON+ILFz+5P09R6kUJhF1+PMzo3wymt/TP/AqYVXSnJFwCn3DaXGo9mDxhmcIPfLE0iKjDe5gtBbPrW4NMjsT14RcRwcofrilqNqL2N4bV24iXXhJvrWTrRNnSiZBFLcEItAW0TC9mZzuGOzOLfGFu5235msX05zAOvCAPrWLrRNHZU0A8fDzxdxb09iXboVxtRYJJ07KL5/jtLJS+hbOlHaGoWAkTCEKlCASDdXxJuYxbp2G39mfdcM90x4OuTN5Jj/6ZvIyRj6tm5Rh2RcnDLIQjDyCxbeXA53dAZnYGTRqOH2wCizP3lVxP1Y4F3qDmPoGnuG8mJe0lTsS7eq9hfLlRlwx2dFf9rQSOB6yHED89wN/FyxrtMKQNia/PwdoZLlBzX7TIuVt1zYannd0WlxAgcL8nPHZsj9f+8jJ+NC9W+16Y7P4BeWjvAesTT3TbAoE9R4zJBlEa316rXjXL12nM0bH+XpY/+UluZegiBAVXQePfI9fvHS/7hYSgCUzBxz8+M0ZjvwfId0ppVsto2SmUOWlGViAixbykXKLb4rFucpFGaQZRXPc2hq7CKZbGBufpzPmxgrSTKuZwsPK+EoU2SlYgNTr/qOomg0NfWGBvAKppVndnapYG0RayWXm8R1hLtjP/BpaOisxFhYCVlSSCUaCSq67csTBP6CLr0aN52GkSSVbKoKQcvnBMDM7ChNjd2Vb9vbtnKzDpXI+hFjdPeur1XylSSJGwOnQ6FCqjn9CV1TE+6aSWI8KKr+pReYp6aH8DwnjAchEYulMPQEVh3BBsvt25DtwDBSodtkhenpITy3fArw2bSvrsfZteNpLCuPqmq4rsWZs7+mf+AUsiziYFT7hl/VGgr7hohbUbURepA4124zVz4VqBN/vkD+pQ8W/+NSj6Ds/jQIsK8NY18bXjmjRYyrl07zdvV0417SKiMJg3Tr0i24VIcTiHrTfRCUN34kCb9gYn6y9ObqAhZZgjj9I8yWo13fZ4KSRf6XJxYpV31CBYA3k2fur19f55KBNzrN/M/eWvd0I1bmASrGB5WFUNlos3/gJK+98Sc4jhWebEj0dO9Z/O6wj+Zyk4xP9KNpMRzHYkPLJhobusQfJZHP6j+Llxdgbn6M6dnbqKouvFB17iaTaQvrcf9fJkHNvwt/Wj3lheX0zO3Qy5WC41p0tG8jFkuvcLdIAYRP++6u3biug6polEpzjIanTHXt3j0kc/nDTrktp6YGsewCsizj+x6dHTuRVzQOF88qHs/Q1NiNV6eBvuNYoYAp7o/FUivafZfHQTLZRHNL76IqI3dS7ibDIxdxPbti+7Nty+NhmuszNVVjgfSgKlqonhxw+eq75ZKE9V18c0FVdNKpJmH7scbh/nkWTkrmPFNT4iTJ9z1ULUZP977wr8s3TLl/tLVtJZlsxPMcVFXn9sgl7FU63lhvFFmlpbkX3xde3XL5qYqtXzXGzOJ9I5loRNfjFbuqB44EKLL4rCaomixV71PqHGflAStJ4n655n45zF+WqgOungX7UmmW01tNWiuVcS3pPigCqmWqtw6LVaG2X9zLZ7XrmrvKWL9QUWEt5V2u799ZtvVKN2JZ1l2wKAsIy1EOEKYoKreGzuK4ZriwoOqh6e67AIlicZbbwxcr6gyGkWLLpkdRVb3iQraOUtZ4pFmqjGJgTEzeYGy8H12P43kOqWQTO3c8VfFItZr8VrcyEfl7nr3AK42mGqtMp0r5NGd45BJj49cwjASWVWTr5q/QkG0XJV22PqJMfb0HyaRbxUtXgtnZUcYn+qn7BCcar3Ui2vL2yAVxIhfuoDZk22lv27bsndXFfiM9PftD4X25hg9PBEvzImZDqPbS1NiFLC8fEK7cZ5oaO+ls3xkGJ1tpXIj8rvZ/IIzLw+vb27azedMjBIFfdxTjlcYyCEPxar8LMM3lvU+V7Y6am3vo7TmAvVaXokEQClCi5rKkhGP588P5S2+gKOKkLB5LsWvn0wDL2miV5+l4PEtXx05UVcMPhMetW4NnHkwcm+WmJEmcSEGAhITvuVhWYdkbyy5yN29+hIZsO663RDyI+02A0BX3/NUtkv2get9qXXeKICFCX7+Sd5i/H6x+QblYmuX07lXFbLEyrke6D5K11KG2X9zLZ7Xtc1cZ76F911LeZU/G7lO6EcuyboJF+aVb3eGRREChUC+1HM1UClUPhPtMF8NIVhYQQcCyL/zy5H3z1ieMjF7BMFKUSnPs2P4kB/d/u5J/Nd+FH/G9WPyWhZvlFguSJOO6NrcGP6VYnEVRNErmPPv3PM+hA/XlV15sL7XztRLF4jyeZyNJYre6bcPWyoZCVViRQsFMXmGRJdRApqYHGRw6F+oTeiSTjRw59JuVhWu1narplhcP6VQLR7/yAyyriKrqlErzXLn23oLn82VGCttpqT6x1GcpaUuSZGy7xNjY1cqC3XVtjn71P608k6rud3VsldXatm/9KtlMa7iAW+n5SMzMDleEkCAQbka3bn5M1Kk2H8r9Qiw0DT3Bgb0vCkPxul9MEpOTAwyPXq6onEiSxNee+n2am3oq+vfLtSVUNyqWwzTzNeWSSKdbKm1XbRdRt1o1s727n6eluVe0/RokYj/wKBZmK+M4FkvT1CRUwJRQvag63lbe+KiXxQOg3Vs9Ll5+K2xHMW9u7DvM5k2P4vtu9RlxZz8UbX744Hdob9uGaRYw9AT9N04zMTlQLtA9ladulkk+CAIsMy8EoMBHVXWSyUbgToGpXCcVz3eJxdLs3f088Xg69Fi1TnWQlvo1mlsjIiI+H6ybYGEYSR45/Fs8/ujvhC/MoHKULPSWQz3VUI/Z9z001eDZp36EYSQqi4PbwxeXzKOsojExOcAnZ16q7HapqsFXH/sHHHvi90gmm2ryXfgR3wdks+3s2fUszz3zn1d26pfODy5ffZdr/R9iGEk8z0NTYxz9yg946okfkk63LpsfBLS2bGTP7mdpbupdRYuGajDTg5hmHkVWcV2bPbueoW3D1pry1eiG1+S9Ep+e/RW3hy8Si6UxzRy7dz7Nc8/8KAye5y3UOQ/r0tqykW88/69CmxhhxDl4+3zoyUuq20bjc6wRsgISZuhEYKk+sdRnqUYpt+npT35BsThXCZTX272PZ479friQ9xc8r/Ki+PDB73Dk0G+GrjNX3v0vL0JHx65VhAvXczj2xD+hvW0bfm0+lPuFSzye5dln/oAtmx/Dda1qXiuuhUSd333/L3HCOAVBENDS3Me3vvFfs3P7U5WF+FLtpqo6mzc9wvatRzHKsVQWtJ/4f2JyAC/cWZYkiX17nhfuKBe0vaib77sois4zx36f/XtfwPf90Lbg3nFdh/GJG+GGik0m08q+Pc8DhGpqteMtoN5xDFSFf0lBlsuRw6VKe95F+J0sK5WPJCkrnhAVCjO8e/zHGEYSx7GIx1I8+8yP2LTxSPUZcXc/fOTQb3L4wLdRFA0IcF2Lk6d/XnH48FlOCJ7nMj45gCQJ+790uoWd248B3GHDVK6TSzbbzje//kd0dexGeP0sx2KpDyE01rZ9rZBcTaf2/FeSpOrzDZ/XQxuULyIi4kvNOhhvi+lPUTQ29R1hy+ZH2bHtSebnx5maGWJm5jb5wjSWVcT3fVRVI5looKW5j+6u3fT2HKR2AXvy9N/UlesnZ1+ipaWPRw7/FqXSPIlElscf+T59PQcYn+hnenqIkjkv8lQ0jFiKTLqVdLqVdKqFpqYudC3O+YvLGw1JkoRtl3j/xF/R0txLR9s2CsVZkolGHnvk+/T1HmBiYoCp6UGKpflQf1gjHs+SSbeQyWwIjRYTvPrGnzA1fYuFr4zFKb9grt/4kMcf+0/IZNpwXItUqplvfv2PuHDpTUbGrmJZQvde02IYRopUsgnTzHHx8luL5lP2yDI7N8K7J37Ct7/x35BINOA4JQ7s+yYtzX3cuPkx4+P9lEwRbTyZaKCzYycb+w7R0b4dyypg6EmmZ2/z5jt/vkAnvy6+gJtvQuXD5dCBb1MozonFRt2qwT5Dw+eZnFq8b0iSxPj4dc5ffJ3HHvl+uNh2OXLoOzQ1dtI/cJrJyZvYTgldj9PY0ElP9z42bTyMrseZmRkmHs/UuEpeuhwAH33yd2zb8hiGkcLzXJoau/jWC/8VV68fZ3jkEsXiHFLoGWxD6xY29h2kq3M3ll2kUJghnWpZVf1HRq/w9rt/wTee/0Mcx8J1bbo7d9MQbgBMTd9idnZEBKcMPZklk41kM22kU81saN3M7ZGLjIxeCdVYattQ/H/2/Cvs3/uNsJ4Bne07+e63/lvOXXiNiYkbOE4JVTVIpZrp7NjBlk2P0d29B1XRmZ4ZQtfixOOZe7aTcF2LS1ff5fCh72DbJRRZZce2J1BklavXTzA3P4bnuaiqhq4niMXSZFItXL76LrNzoyw3Z1SFvbuqLVTAKl8FyLKCouo4rnWX8X89NfvkzEt0duzkwL5vUizO0tTQxTdf+C+53v8ht4cvMjs7gue76HqcpsZuenv2s3njYTQtjuOYJBINvPH2/8mNmx+trgHvE45T4vyF19ix9Sj54gy6FmP3rq/h+z6Xr77H7Owwnifqk8220dO9jy2bHqO9bSueZzM5NUQ61Rq2c319ozzOFsZNCh0F1LhrFjY+Qg2x8qy+sJsyERERXxTW1SuU41rIkkxH23Z6uvfiOBal0jy2U8LzHIIgQJbEIjiZaEDTYlh2EUXRkCSJV177Y8Ymrq+QSzV2whtv/zme63Dk0HfFX4KAnu599HTvwzRzYhc0CF+mio5hJFAVDddzCAIf07rbZ/1duQVCrWti8ga//NW/4cXn/xXd3XsoleYB6O7aS0/3fkxzXkSxDnyx0FcNdD0hdpT9gHxhahUqIgJJknBdm5On/4bWF/rQNAPLLtLevo3Gxi7yhWmhJoWErKgoskYsnmZw8CwXL7/FUrEOyi+x6/0f8qtX/y3feO4PSadbMc0cm/oO09m5i0JhRsS7kCU0NUY63YIkyVhWkVgszcTEAH//63/D1NStir3JlxvRJx979Hfq1lEVbuKFQPLmO/8Xk1O3Fn1m5d/fO/4T0ukW9u5+PowI7bF92xN0d+2lWJrF81wUWSUWS5NINKDrMc5deI0z517muaf/gEwmXsfCWGJ07CqnPvpbnnryhwSBj22bbNiwmZbmXubzwkMVkoSmGeE4jqMoKucuvsa16x/wwrP/glgsvapF+Mef/AJJknn2qf8MVYth2QVisTQ7dzyJ5zqUzFyociIivWtaXBjOBj6Kogl1Kpbug2Pj1/n0zEs8/ujviPnI99i942k6O3ZQKMzge0KdR9PjpFPNJBINyLLCx5/+kkuX3+aJr/4jUqmmNelnDw6d5ez5Vzmw9wVy+SlU1WD3rq/R23sA08yFp4AKiqKiKBqJeJaxievMzo0uOZYBtm5+nN6e/WhaDF2PoakxZEVDliTi8WzlBMlxTDo7d/G97/53uK6F53t4noPjmBXvTp98+vdMTt1csg6e5/Dam3+K73scPvgdSqU5UslGDh/8DbZvPYpp5UN1SpVEIks8lsEJXXYbRpJ33/8xJz78WZjaA/Kqt0IW1/s/5PLV99i+7SiFwgyGnuDIoe+yedOjmOa86GOyhmEkyWRa0fUkQeDx5tt/hmnmOfbkD9H1WF1dwzCSHNz/TdKpFvG8tDiqqiMrKhISTY1dmFYeRdUwrTyPHvltdm4/hu974nm5NrZTwrFL2I7Ju8d/XHcskIiIiIgHwToIFmI2te0SudwEiiKSLAexi8czJOLZu3apgyDA8z2SyQYGh87z/ol/X+OpZYUcQ11s2y7wxtt/xvDoFR5/5Ht0duzE893w1MAId2irs73nueFCRCfwPYaGzpLLT9Vdx9GxK/zHX/wPHDrwLQ4e+DbJRAOObeL5LoqihUf9VTzPreifS5JcYz9S78JTCDUXL72JrsV47uk/IJnIhsKYSkO2vWq/Eqo+aFoM3VghWFINV66+R6Eww9HHf5dtW75CQIAiK2QzG+4qiyKLwHgff/pLTp7+uVgIr0IFKvBDdTTfE/9/AbbfgkDUxQ888Ms7jPUdyQRlg1FfqSNyuYTjWrzy+p+Qy0/x+JHvo6gatl1C0wwa9I4wDQlF0fA8h48+/gWvv/1/IEsy87lxMjVqe8uVCuDEyZ/hujbHnvwh8Vga2zEJAp9MurWiegNih9VxTE5//He89c6fk0g0kstNEoulwgjhdfZ1Ak5//LfMzNzmkcO/xdatXyXwPWxb5LtY4DzHsZBlmZiRCgM/Lh9b5p3jf4kfeHzl8X8ojKldm3SqhWymrWI7IuqkYlkFTn/8d7x34t/heS579zxPR/sOvFXU6e7ymrz+1p+Gqlhfx7ZLuK5NIpYhmWig4rctHMu6nqhLBauv9yCHD/5GKJQIlaby2PI9t6Jm5roe8Viavt4DC+YM3/dxXYtYLMXg4JllBQsQMS1efeN/Z3LqFo8d+W2y2XZsuyTm+kQ2vErMC74nVOVGR69w4uRPOX/x9XAhvIJQEapSlT+r3bjwQ/XNythcJi/TyvPya/8rnu+wZ9ezWFYB3/doauxEkroX9A1V1ZmZuc37J/6Kjz79BY0NnVhWnkQ8K1Rzl8xG1NfQExzY9yIN2Q4kSUYJBYpy/VzPrqghOo5FU2MPG1o2QTjPBwThe8XF81ze/+DfR4JFRETEQ8W6nVg4jsn7H/wV1/o/pKdrD+1tW2lo6CCVbMIwkqiKDuEOvGXlmZ0bZXzyBjf6TzE8doW5udXFQSgLF57vcOHS6wwOnaG7aw+9vQfo6thJJr2BWCwV+iZ3MK0C83NjTM0MMTxyieHhi8zOj1EoTK8iV4nZuRHeef8vuXDpLXp79tPdtYe21s0kEg0YRhJFVvE8m5KVIzc/yeT0IMMjF7k1eDZUg1ot4k115tzLjI5dY+f2Y/T1HqClqRcjlkKWFWynhFUqkMtNMDUzRP+N05U2qofbwxf4xa/+NT1d+9i06Qi9XftIp5uJxTL4nkPJnGdmdoRbg2fpv3mKsdFrWLZQOVmNcBCLpUklm5EkiVSyuW6vPw8z8XiWVKoZzTLEYruij7KSBybRdpIkPNFU1ZSWui+MVmzO8+77P+bGwGm2b/0qG3sPkclsIGbEsG2TXGGKodvnuXz1PW4NfoplFYjHM5RK82SyGyonaSvheTYnP/obbg2dYef2Y/R076O5uRdN1ZFlhVIpx3xugluDZ7jW/wFDt88LVSwjgWnlyWTaMPQEWujlrZ6AfgD9A6cYm+in7aPNoerdDpqbujGMZKXcjlOiUJxlbnaUsckbDA2d4/bwhbBPltv3bmy7xLvv/5iBmx+ze+czdHXuJtvQjqoIT0WmmWdmbpihoXNcuXac28MXcMMAfvn8FNnMBmRZXZM3p1xukl+98r9w+cq7bN/2BB3t28mkW0Ovdj6WXaRUnGNmdpip6SGmp4dEjZZpvJiRFAvbsr1IzaWKoi3caAi4a5GuKBKqopFKNq2oLlfGsvJ8cPKn3Bg4zaaNR9jYd5gNLRtJxDMoqoFtFcgXphkdv86NgZPcGjrHzEw5VsHyQoUkiQ2SckwU33PRtdUF8YzH0qRTzWEwz4aKU4WlmJ0b5e9//T9z6fI77Nx+jPa2baTTLaiqhue6FEozTE8PcWPgNNf6P6wEcZ2ZHQ4F7pbQmcHyGwSSJJNMNBCPpe8QCET5VFWHWHUOqEQgrr0y3MCqijsRERERDw9SUOfqczUefxRZRTeSaKqOouoVY8Ky5w3f93AdSyyI61BHWqFk1L6kdD2OYaRQVR0lNIwLAh/P93BdWxz7W/l73nWszU+SJGJGGl2PoyhaxZtSOT9xbG1iWvk1qVDUoiga8XgGXYshyypld46+74ndLtvEdsxVunGs1knX48RiaVRFD1UoxA6Z41qYZq6y0LoXNYZsto1YTYCsyalbdcU8eJhpbOhE02KrtzNZQEA+P1Vn9Phqu2tajHgsI1QpQk9QrudgmrmacSXKlEo1kYhnkSSJfGGaQmGm7tKpqk4slg77nAKShO+J8VQy53EqsQiEy+h0qoVYLI0kScznJimV5urOq7Z+qmoIgSLMV5IVJIS+uee5uK6FZZdwnNIq0hcYegIjlkJTDdF2BPieV+nn5TqV549EPFvxJDU3P14x0l8LsVgaQ0+gqoYIRFjZpXdxwvmxfPK7HKlUM/FKHJp774OSpDA3P1rnnFw7D8rE4xmM8IRFzIEerutg28U6+/VCEvEsqVRTOG0GFItzFIr199mGbHtFZUmWFSYnb9Ydy6VcF1XVw+cfhCpjFsXSbE08pnLgv/aK0Ds1PbjsnCbLCo0NHaEL55U2IJai2h8mJm+y2nk4IiIi4l6od928zoJF+ZrVTnRr17WVVrl7Lq5nDfmursyrLd965Hl/0n5AetERK1DPc1iPZ/VZPO97mUdWU84H1XafRdoPmi/SvPFFqktERETE+vIZCRZ33RXeu/Dbao7388W9MN/7m+dnnN8C7Yf1yG9h+utXF+mONvoivJylu/r3vbCWEzShl09NP1gsLanmed5LXqvpE2vNa5F8qz+uY3+/49kt237VOXB9+620oG4Lk65fUFqvEDJrO8mlzr5YZ4o1lVp9udY619x5f+WnZa+tJx9h37LK4izBF2MOjYiI+DzwkAgWERERERERERERERGfZ+oVLKIIOxERERERERERERERayYSLCIiIiIiIiIiIiIi1kzd7mYjXc6IiIiIiIiIiIiIiKWITiwiIiIiIiIiIiIiItZMJFhERERERERERERERKyZSLCIiIiIiIiIiIiIiFgzkWAREREREREREREREbFmIsEiIiIiIiIiIiIiImLNRIJFRERERERERERERMSaiQSLiIiIiIiIiIiIiIg1EwkWERERERERERERERFrJhIsIiIiIiIiIiIiIiLWzP8PUaNi4mxph30AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from wordcloud import WordCloud\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "\n",
    "# Load your dataset\n",
    "df = pd.read_csv(\"renamed_ai_infrastructure_data.csv\")\n",
    "\n",
    "# Function to generate and display a word cloud\n",
    "def generate_wordcloud(column_name, title=\"\"):\n",
    "    text_data = df[column_name].dropna().str.cat(sep=',')\n",
    "    wordcloud = WordCloud(\n",
    "        width=800, \n",
    "        height=400, \n",
    "        background_color='black', \n",
    "        colormap='Dark2', \n",
    "        max_words=100\n",
    "    ).generate(text_data)\n",
    "\n",
    "    plt.figure(figsize=(10, 5))\n",
    "    plt.imshow(wordcloud, interpolation='spline36')\n",
    "    plt.title(title, fontsize=14)\n",
    "    plt.axis('off')\n",
    "    plt.show()\n",
    "\n",
    "# Generate word clouds for the selected columns\n",
    "generate_wordcloud('Data_Challenges')\n",
    "generate_wordcloud('AI_Investment_Sources')\n",
    "generate_wordcloud('AI_Investment_Forms')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "942ce317",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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CPlWf2+8OJ6FeG4b6+YB1gSOQTjVAaCiCGUgg9heXoVzogzEcsjaAhWgmqGZVYTanYtB7ZqC1TUBrG4fjOwch7irJ6xkAAI2pSL7fZVXLzQHitUFsyf8+ObfHpNC7p5F47S7ULwZgjIRAY+rDx4ZuArppbZzBJMyxuesiB+3+JMQ9pTkpFvpQEMpH3VA+G7CUuukYaPzR96W6CSQ0GMEEMIT0PFGvDsPx7QOQDlUu5xEw5jBGw0ie74F6sQ96XwDmdDTnsWCEksBwCPr9SWi3xqBcHYLjOwcgH61ZdnuobiLxiztIvHHPWitCyYe/eeG4TF2XeCifDUB4vwuuf/AkpENV+bWBUpjjEcT/+gaUC73W/Eg8ZB0HAJOCaqa11s/E05e1a8NQLvQiubsUvv/pZSCfZCGaAb1jEsp7XTl/hK8vhNs4k/s9coTqJpLn7iHxehv0zimYj9pH5vdJaP5awYP7fADK+91w/sFRyCfqlrxv+H/6AEb/LGhUhRlVLAExplrPeWHVcQoYfbOWwpEjxG0D/foekBzkSWMmBuVCL5SPey3FeyoKGlUtYXUx5s+TsAKMAuiYgn5nDMrlQThePQTb2Yac22oGk1CvDD0o2skR2F7YCb7aC3MqhtiffQHlYj+M0fDibZq/r01GoXdPQ20bh35vAvbv7Ie4w59zWxayGWQNq1hiPxK/uAPt7jjMQDxT8Zx3bxrXQOOa9Rw6pqDdm4B6eRCu/+Y4hLkEMhsNUywYaYzREGL/+RKSH3bDnInlFSRO4xr09gnEJyMwZ2JwfPcQhJqCZbWDmhTGYBDR//tTqJcHYc7b7PLGpKAA+LqC9OlDzoi8ZUl68z5iP7hiCfN5FLWjIWsxpTEVxCZAeqI6v/sDgElhDASgDwYR/+E1JN/tBA0/QlhZiG7CHA0j+ev7gE7h/L0jEBqyU29uFahqQL0yhNhfXoF2eww0oiz/ywwKSDz4HFOLGqNhJD/ohnZ9ZHGlLhd0E+ZYGMn3Oq1xIR2H2Fq+9OcYi2JMRKCc74b6xeCDE6q8v4TCnIhA+agHNKKAiDykg8tQ+AwTsf/fZSR+fhvGSGj5STZUA+Z4BLTaB+RbS2NOqYj8h0+gfNyb31qx8KviGozBIMRDVVu3toRhIv7X1xH/6S0YA4G81u8MNAPmRBS0zGPtCzmgvNOxsr1rFTFnE1A+6YPyUU/OBqIsKGDOxKF+NgAaTIJIPOQna5fZIAq9fxbCUCGi/88XUM53W4pOrmgmzOEQEufaAJOCfO8JCMtIEb0ZZA0znETynU7Ef3QNen8gv/6hFOZYBMmZLhiTUbj/u9N5GyLWAqZYMABYrgTR/+cLJN/pyBbWbALE1jKIjX6QOV9kczYOrWMKetc0oMylzKOAOR1H4ldtIDYBjt95Iu9jSkopjNEQwv/je1CvDwPK4pOMeGTw5R7LD9gugmoGzEAcxmgYNKxkbCDyqTqrUOAy/IVTR5LGUDAtKBCXBGFnCYT6QnAF9nQwntY+YVVPnS/gGBRa+ySif3oJvvpCcEX5H9vqHZOIDQagfj6QIShwhQ6IByvAl3tAXDJoUoMxHoF+ZwzGSDjjO2jUOnXgy9xwfP+JvI5NiUuC7bkmmLMxK5YjooJGkjBj6vKFuWVANQPqpQFE/q+L0DsnAW3xe3PFTqu/fXYQkQdVdJhTURgj4QzLLZEF2J7akfOzEBoKwZe7oZkL7ksArsQFoa4QfJXX8kO2iaAxFcZwCNodyx0mg6QO9fMBxIudcFcXgPPawMgfvsYHocoH1RzIfIFYVeGFukLw1XN9YpeAhAp9NAL9tuUOk4GiQ706jPiPb1pze66+Ra4kP+hC4hd3spUKgUBoLIbQVATe7wJkwRJCIkkYkzHoA7PWfJ1/qkCQdrvJBzOqIPGLO1De78o6pSAeGUJzMYS6Auu3ibylxISSMEbD0PtnrXE6f05zBPav7s5ZmE4j8RB2lUA+0wBzziWNpv4ktXXLbJi80Gv1yUKlggOEHX4IO4stl0RZACgFjSgwpmIwBmahD4eAeGafiAcqIDbmZpihyuZJJcuXuiA2+qG825n5AgFIgR1CbSGEah9IgR3EIVouXBNRKxZlMJj57AwTWvsEYn9+CWKzf1l7GgBobePQ709AudifoVRwJS5IByrAlbpBnBJoQoUxGrYs+QvmLA0rSLx1H3ylB9y3D4Bz5h6/thlkDTOuQvmwG7H/8oVluMxYNzjwtQVWvGapG5B40LgKoz8I9e5Y5qmKakC7MYLI//kxvP/mpQ03HjLFYiuy2ouyYSLx89tQPurOVCo4AtuXW+D41n5wpW5wdsHyvYR1vExjKvSuKcR/fAvq5/3pdtGwgsS5dvBVPti/3pp7UDeloDEVkX93HuqVoSyhldhFiIcqYXtpF8SdxSBu2fJj5AhAraJDSBrQR4LWke0XA9A6pmF7oRlkGf6H5nQM6heDlg8uBYhLhu2FZti+0gK+ymf5RgvznkdchXZ7HNH/eBHGUOBBP+km9PYJJN/rguM7B/Juh3ppENSkaQWO8zvh+J3DkE/XWwKCxIPwxBJWVAPmTBzJ97sQ/683MhQRGk5C+awf4pFqyMdyd/fgChxw//OnrKNxw5w7CjZBNRPGaAjxn9+B+nHuvtTLglLo9ycR/c9fQL8/kXVMTHx22M42QH66EXxtgeUvLsxV8aVzrh4JHXrvNLSbo1A+7YMZUWF7eVfOTeCKHJCeqIZ2bQTGaBhCYxGk47WQjtWAr/aCc0iALIDwc2PSNEEVA+ZsHMl3OxD/4fUMYY8mNGjXhqFeHoTt+ebVelKPFVyBA+LhSvBfWO5pQn0RpOM1Vp/UFliChiSACMQK1DdNa46EFCgfdCL255cz3T0VHdota3zYv7I753aYCRXxn9yCMTpPOCCAsLccrr9/HEJDkRUMK/JWLkYKay5ppqX4zsSgtU9C/WIQ6vVhcB4bxD2laUNOLlCTwhgNI/6Tm5kKtFuG/Ewj7L+x1zJCpNYtAsCca4dqWIaJ0TDU22NQP+uHdncc4u5SiM1+azznAbGJsD3fBPnJWuv79bk1wzABRYdysR/x/3oD5nQsr+/NBzOhIfHaXegDsxnCH9/kh/sfnoCws8RaJ8QHewgMCqoZVp8E4tDbJ6FcHoJ2bRhkzsBGvLkpnL7/8PVFDS9mXIVyvhfJ19seXOQ52F5ogv3rrTn/Pq7MDWLLTYQjLhnigQoIzX7oHVPgK72QjtVAOl5jjU23bPnup/ZT0zLk0JgK5fMBxP7ks0xrvm5Cvz+F5DudcLx6MOc2z0e92J8eD4BlEHL+3lHIJ+us9og8kNrXFAPGVBTJdzqQ+NntDDmFBq3TGPFgZe4njZtB1qAU+r1JxH54PVOpIIC4rxyOb+2HuK9i7llwVlC4Sa2xORtH4o17iP/09gODhEGh3Z1A9D99Bs+/edHajzYIplgwoFzsQ/LdTpiz8xYOkYfrn5yC/SstVvYFjmQF79Eih5XJpNKH2F85kfzVg4XSnIgg8WY7hIYiSIdzO5qjJrWsbRd6syY6X+uD8/ePQT7TAM4jW8LCYpsdpeDrCyA9UQ37tw/AnIyCry/M3w0KeOAjD0uodHzvCdi/vgdcgeMhgVlO8KVWZpfgP34t7XsJAGYogeS7HbC/0przZpD+SfMEH762AJ7/93MQ9z48GwRX7IKjzA3O70T0//g4Q8jQO6ag3Ry1guxztEISgVs0ZoZSamU8KunN6/csB2MiisSv2qDdGstUKgggHauB83efgLiv3FrURW7xQFNKIdQXQD5ZB+f3noA5Ewdf6c25DYTjIJ+oBVV0cD47xNYyy4rlEK1gvkXvaVngnGVu8OUehP/nDzOOuvWhINQbI7A925S38MYACEcgHa6G8/tPgMgixP3lc30iPWIcWH3Clx4CX+lF6F+9A6gP+sQYi0C9MgT7l3blnDVMuzkGYzCQMTa5Si98/+uXwFd6l5xrtMoLYVcJbC/uhDkZBY2r4OsK8ztlVXSolxa4c8gC5Kd2wP3fnQbnd1pK7yPga3wQD1TA8Zt7LWGHEBBP/pmACEdA3DbAnX0SRymFMR4BkdcuiyAA6HfHYfTPZpxsciUu+P7nlyE0+a1kG4/4XbTaayUleaEZ5lQMNKKAr/Hl3CfS0cVdX81QEkbvglgKDuArfZBO5OFaREjOawbhCMRdJXB+/whoXIN0pApcodNau6RHPAcKcKVuCPWFCP7RLzNOFsxQAsrHPXB8Z/+ysuvR2IPv4hsK4f03L1rKnkN8yL7mTJ8cxP7kM9DEgxMh7c4YtLYJiHvLQHJwH9wMsoY+ErLiNjunHigVPAf52UY4/+4RiDuLLUPVYs+i1A1XlQ9CXSHC/+uHD05bVAPqpUEkXrsL53cP5dSOtYApFo85ZjiJxBvt0LunM05CHK8ehP2VPeAKH54NhBACSAKEZr+1EQ0EoN0ctV6kgHZrDNrNUYh7ynISps1AArE/v5yxyQMA31AEzz9/CtKxGuv041GbHJnLcCLygFsGV+y0rq0kHZtNgP0398Lxzf0gHvmR30VkAWJLCZx/cAyR/+XDB5Yyw9pM9d4ZiLtLl9UM4pHh/n89A+mJqkduioQj4ArskM/UQ783gcTf3km/RhMa9IFZmFMx8Hlm9si6T2pjW+NUd1Q3oN2fROKNe5mbAAHkp3bA9fefhLCrZM4Ku8TYkAUQWQD12CyL3xKC1kK4Mjccv7HXsqQtIZik2kgIAQrskM/ugP3WGBK/vPvgdcWAMRqGMRkFX8aKsy0HrsQF+9f2WH3/KCEpBQEICOCRIZ+qh/2VViR+euvB69pcn4xHwFfkpnjqPdMwF7ge2V/eZWV1ymGMEd5KVw2HBK7Qkc4Akw9UM6B1TGVc40tdkM82gCtx5bQGEoEHcfGAS7YMShTWWF9FCEmtGWu7buj9s1Yq2XnYXtxpuYnkMHcJxwF2DrxdBFeQf588TMB96DrFkZyE4uVCfHbYXtxp9anE56YgEYBziJCOVMHx6iHE/vMXD14zKIzJKPShUN4uexm38Nrg+eMXIO4rtzLpPWxf4zlwRQ7YnmmE3jGF5Jvt6ddoXIPeNwtzNpFTZreNljWoqkO7NYbE2x0Z8Xri4Uo4vnvIkpkeoaAQjoB4bbB/vRVa2wQSv7idlt/MQALJX9+H/au7wXk2xsWWFcjbiqzieqxeHbY05nkCG19fCMdv7XukUpHRHJ6DuKfMWrTmL1aKDvXyIPSe6ZzakvjbO1nBU1yRA47vHIB0om5ZOaIJ9/CFKlekJ6pge655SaUifU+es056FrgxWK5juT2LxbD/1j5Ie8py2xQJAV/mgXSyLisdoTkWgTEZecgnNx/mVAzKe52WP+s8hJZS2L+5H8LuUmtxz6OfCSF5KxXA3Hiyi1bqwzzvx/kdkF9szhJOzEACxsIYDEbOEI5YbkYPse499HPE2pxtX2nJ7pNwEvpo7nPEDCSyYn6EmoJlnUIRjlh1cfL9rEmtpBvzv8sugi/OTanIagfPWe3YZDnyc8UMJrIER6HK90jh9WEsu082ESSVqtT2EAv8o+A52H9rb5Y1nsY16IPBFbXL8epBiDtLcuoXQgj4ap8l+C848TJGgjm71m20rGFMxqB83JsRV8UVWkqTdLAy51S1xCbA+feOA/PdzU0KYzgI5cPuvNq/mjDFYiuySjEWVDegfjEAfSCQcd3+9T05W7jS2AQrMHBHZtCQdn8S+lDQyun9qLYY1PI5nf8+kYO4vxz2b+7LPyf0amEXIR2qgtBSkp/Q4pIhtJZlXKOK5ZO5HIjPBtvzzVZwXa7t4IlV3GiBNckMxC1BaAtAKbUUiwuZ7lbEJUF+ptHyx12GgrAh8JzVH9ULrOBJLcMtgLGOcCTtvpiBYgDR3DOOWbETmfNSHwuvW5ByRjvmQZM6jNn4kuvvdiQdzzIPfTxsxdk8hs9jpfB+J4QFgetUN1aUeYwU2GF/aVd+Rd4EDny5B3ylL+OyOR2HmUNbNlrWoCnBf0GNF6G1DNKx2rzvz5e5IT1Zl3HNDCtQvhjYsHG+RXZkxlqg981C75nJyIZAJB7S0WqQPLIrAHMW2WKn5WM4D3MqBmMsnGU5ympL+wT0BZmMOI8Nthd3rWlF76UQ6gospSJfCw8hWUoWDBM0sjwBUjpSY/lI59UEMlc5NfNomCb0B5m8Njk0oUFrn8iyLgmNfshPVC0vdmaDIMSyrPPlmS5oVDUeXWeAsWYQQkAkPivWhmpGlmvTo+ArPFnrVPK1O1ba2OWmJs4XgQNf7cu4ZIyFoX7YDRpMWAkgHiOs4ObM2hvJc21Whj+DMuUiD1Jur/zCFPK6mV+a2AXIJ+qs7H15toXzyOBKMrNR0YSW07620bIGjSjQbo1mnsDzBEJ9IYSG/OpfAAAIyY5jVXQY/QHQPIwjq8nW2ZUZq44xHMoM2AbANxaB89qXdeTLeW2LBvkaQyGr4MsjUK8OW5Vx50F8dkin6jf0KJ4v80Co9i0rjmBhdghqUtDE8hZhsaXESoua7/GswAP2TCWRqrqV6WoLQGMqtLaJzIsE1iK8u2zruWnwxPKln49Jl59fn7FyOC47g4pJ86pVIu4rz0oZbIxFEPyjX0K7MWJVeV7j1MxEFiwBY/4Jnmog+VE3Iv/7x9C7pmDG1fVTdDYYcXcZuCJHhuuwOR1H8J++DvXyoJX6dh3TZW95CMly701nN1smYmuZFUCe7zou8llKI1XmKocvwUbLGjSuWjGt8+CKnBBqfDknVMmAAGJjdoFAM6pC78m94OJqwhSLxxhjOJRlCU6lUV0ORBasRWIBNJzMyOCwGFrnZKZwJXAQqn3gC/LLJb/acAX2Zefpzsp6Qumy6z7wVd7l9cucb3AGW0iQpUkden/m4kicEvhKLzjXxqXTWzZ5ZHJhrBMEmcL4MhDqCi2/7wXrn9Y2gdn/5hcI/y8fQr02DGMqOlfHYfXnHxF5q97QgYqM6zSqIvHaXQT/8a8Q+/PL0NsnYQbic2m0t8Y6sByEGh+kIzVZBh69dxaBf/C3CP+b96BeGYQxGbWs3dv4Wawaq+x2KtT4lndKwHPZp9WGmdO+ttGyBo2p0LtnMq5xXpuVLGGZcIu1fa7exkbAskJtRVZDLqGAORGFGcr0SSQcgT4YzMlXMesrk/qilZBpXANVH61YGAPBjMlOJD7blWi9IVYmJs6Tfw2MVYUn4IqcG+oStmEoOowFQbSczw6ubGUZrVYTalKrDoCiW+N8fr0Pk1oCC6WgppWGeaOOpx8nqEkBzbDWpHSfzJ1C0Hn9YgJGIA4zsnw/8RSO7x2B1jkN7cZIpgEhqSH5qzYk3+6AdKQatpd2WgXACuxz+fFXb15zBQ44//AYwsNBq9jd/Lpmw0HE/uRzJH5+B/LpesjPNkJo9FvtsItbJ1YpD+zfOQCt06oPkuGOqxlI/vo+ku91Qjo81yeHqx70yXIsx1sQalJAT80Twxq3qXojKQMUhbV+qYYVEL9a8ARcsWvd4yc3VNaglsuWMRzKvE4IzFASWsfksr52seQfVDc2bK9hisVjCqXU8iFecHSYfLsDybc7VvdeSe2hVZJTmNOxrKqT3Ean3xR5ECn/7BCrTbpw0VZz+1kFqG6CLrC6EKe0uIVmHaGGCRpVYAaSMGdjMIZD0PsDMEZCoKFkutowFGvDpqoOKIZ1VM/cL9YEalhFO81AAuZsHMaI1SfmSAhmMGG5I0VUUEUDVQxLkFLnCVQrRKjywvPPnkLk//sJtNtj2UYWRYf6aR/Uz/vBV3khP2UlHxDqC60MfDZxxUYjIvGQnqiC+5+eQey/XIY+FMzyOzenokj87R0k3myHuLsE8jONkA5Vga/yWjVABH6tM8GuG0KFB+4/Oo2o8BnUa8NWoPH8fUYzoX4xAPXyIPhyD+SnGyCdqodQXwS+yAliX3mfbDaoaYLGtfQ8MUfDc2tXEOZsAmYkCRpWLEPJ3PoFdW6+5OBqlCvEJlqpjNd5X9tIWYNirlhrPNMlWu+cQvhfvbO6NzNoZvHPdYQpFo8pVNGBJU4RVu1eBgU1H75xU5PCjC3YhAmxquZuIITnNoXlisjCqueS3wpQOletd2EQrcgv211vxW0yKcxAHEbPDNRrw1C/GITWNr5hCzhjLnYplIDeOwP12gjULwag3Z3YEGud2FoG7799GfEfXYPySa+VijO5YJ01KIyBIOI/uIrEa3esU4znmiHuKwdf5raE2RXAOSTYXtoFvtKL+I9vQrs5Ylk0Fxp3FB3ajVFoN0bBVXhgO9MA+akdEJqLrUQRWygxwqMQW0rh+dcvIPHjG0h+3AujfzZ7vpoUxkgI8R/dQOK1NkhPVEF+rhnSwQpwZR5wi7j4bjWoSUGjCvS+WWg3R6F+PgD1zhjoBmUIJLKwrMJ6K2HDZQ2Dwoyp65MtzqQbFkPEFIutyGoMSmUTBfDqZvZv4giwQcJjRhs2g0DPP56nFaAAXeSki/DchriFUc2A3jOD5DudSP66HcZw8OFzkcBSgETeys/OE6sfKbVOMjbL3NviUM2AMRBA8t1OJN5shzEQeLifNQEg8NbYmd8ngOUKpaxOn/ClLrj/+7OQn9qBxC/vQrs7DmMkvKiiQ8MKlA+6oX4xaCkYX2qB9EQVuOKlq2Q/CiLxVprsHUVQPulD8v1O6J1TMCai2YoOAHM0jPiPbyL5fifk55phe77ZqmLszCMN6CaGL3bC9Y9OQTq7A8nX26DeHIUxFFzcdTemQvm4F+qVIYgHK2H/ym5IR6rBlbq2rLsY1U0Yo2EoH3Yhce4e9I6pJebJnFFN4Ky5whGA40AjSdBFxs+yELj1Pw3aaFnDpEB8+6cWZ4rF40rKx3gBXJnbOpZfxQVUaCjKzoSzFBRbJsCYsUY8tDgvXffUmVQzoN0eQ+wvrkC52J/lXkIcIji/05o7bhmcUwJxydYfmwAiW251NKoi+W6HleaZsSKoZkBvn0DsB9eQ/Kg7S2Am9lSf2Of6RLby5bvkuYJ6vFWFXdGRfPs+9M7lF6/MggDSoUqI+8qh3hyF+nEP1DvjMIaCMKeiVvzN/N8SU6Gc74HWNgHbyzthf6UVwo6ilZ2YEiseyf6VFsgn66BcHoR6sR9axxSM4ZDlFrRgHpnTcSR+fBPq5SE4vrMfthd3WvFd2yHhAAGkfeUQW8ug3R6F8lEPtFuj0IdCVjzKguxGNK5BvdgP/f4k5Oeb4fiNvRCa/ZZ77BaC6iaMvhnE/voGkm+2Z9fMkQXwRQ5wRQ4Qj23e2iU9KDwpW8p48s12aHfHN+aHrBXrKmssvncRlwS+3JOV6WolWIlnHKv2ffmwtWYIw2I11nhxkawKAOSTdbC9tCvvOhaPgnNJ4CoeHmxLRB5E4DINCXTj/AMZmwMCMmfxJxmCGNXM9a3DQSn0nhnE/uqqVahv3vEycYoQmooh7rUEFqGhEFy5x/JVX0QY0wcDUG+PAkyxWBmUwhgMIPaj60i+35nh5kMcIoQdRek+4XcUga/wWIG5i7heGJNRaLfHVlexAABijV/5SDWkg5UwhoJQPh+AdmMEes80jMFg1hpnTkWR+MktmDNxOH//qCXIrtRdhBBwhQ7YX9oF+XQD9I5JqJcGod0dh94zA2M8knWCZvTOIPp/fQoaSsLxO4cBt7wtTi4AK0GJdKAS4r4KGMNByyXo+gj07rk+WSB4mzPxuUrNMTh//xjEPaVb5+SCUpiTUcR/eguJX97N7GebAKGu4MHa1ei3su0V2hdNKEBVA9qdsS2tWGy4rEFIdrZIWFnlHN89CL52GXUsHnYrkQO3SPr/9YApFo8pxCY+CBacN8uIW7ZqJhSuo6ZLAOKxAVOxB9cMChpaeaYWxhZmLg0ocUqZxYQUPSv4bS0xIwqUD7uhXhrMVCq8Ntiea4L9G60Q95RZPsO5wA7iVowZU6Fc6IPySV+mUuGRIT+1A/bf2Atpb/mK4xVWCyJwEOoLwdcVgH65BeqtUSsW5OYo9O7pjCJjVNGhfNAFrtQF5+8+Ab7E9Yhvzg/OKUE6VAVxfwWMsQi0a0NQrwzPWe6DGYInjaqI/eAq+PpC2F7YCQjbQ7FIQTgCoaYAfLUPti+3QLs1CvWLQag3R6F3TmW6SakGlAu94PwucH4nhEcYyjYTVNGhXh2yErLM61vilCA9WQv7b+61smG5Njjz4Xqx0bIGz1npjzmSeUoi8+BrCiAtSBW9VWGKxWMKEXlwXpvlCjDPhcCciedUZGa14cvcMPpm05ON6oYV+Mh4rCESB97vhD5PsTAjCoz5G8Mao/fNQr06nKnccATy0zvg/P1j4Gt8ubuKzKVBZawMYygI9dJgpkDAEcgn6+H8vaMQGv259wmlS6bDXi0IIZZCeqYB0hNV0NsmoHzUg+SFHmv9m5M1aFKH8l6XJfQVNay6hZzwHIQqL4QqL6RT9dCuDiP5YTfUi30wZx8E89KoithfXoX8ZB3gs22bU4v5EEJAXDLkk/WQDldBa5+E8lEPlI97rHoDKZdhxYDycQ+kw5Xgt0i8hTEVg/Jpf2a9Ko5APFAB5+8dgbivIg83N2olfdnibKSsQTgrUJzz2DJS99K4tqwU/5uVzT8zGNmsksWTL3WD+DLTdhoDgSWL2a0FQn1hZoCyakDvm9kQJYexeSCyAL7Kl3HNDCVhjIbXLeOFMRCA3pvpusSXuWF/YadVuDAf/3PdtIK3GSvCGAlB65rKuMYVuyA/2wShoTC/PjFMmOH17xPOIUE6Ug3nHx6F83efgNCUWT3XGA5C75jK9olfZfgiJ2wv7oTrH56A/ZVWkAWpnPW28axKwdsVYhMhHayE8/ePwvl3j0BoKcl43RwLQ2+fzDQybGLM2Ti022MZ1zifHfKZBoi7y/KbJxQwg1tf+N1oWYPYRfA1voxrZiABcyK7FsVWhSkWjzF8jQ/8gmqPet8szJmYVSBnHRH3lmdmYDIpzPHIY7OhMRaH2CUIzZkCFxQdxlAQxnh4ze9PTWrlep/NrKUhNPnBVXrySsmZqh1jLlLMiJE7lFJrI15waiU0FFqVfPMoOEcpBU3qMMcjS795jeAKHLC9aGViyohto7CKla6Tm4ZQUwDHq4cg7inLjL+jgHZv4rGqTM15bZCfbYT9S7syK3dTS6ldcUXjdTj4odRKL7twneQrvVZigDwy61FKQXUDxkho6TdvcjZa1iAuGcLO4oxrZiAOfTBg1fzaBjDFYiuySouS0GgJR/O1dxpRLLePdQ6cFg9VZvlDm6EklA+7mU/6YwxxipagI2YuVXrPDLRbY2s/NvS5OhoLTke4Yie4fDOdqVZq1FWtXvs48rA+KXKAuPLsE92EPhDIUhzXG85rh7CzBNyCeAoaTq6r+wlf4YG4uzRrLTYWFhV7DODcNgjNxeDLMwNgzaiSXVsnH8iDNMcPvpSufmYicy4oeUFgPvHK4Hz5Fxg1+gNWRrMtzkbLGpxbhri/InMMKAb0rmnoA4G1b8A6wBSLxxiuyAFxd1lWFePk2/dhDAcfWdRuteHL3JD2l2dcozEVyqd9yy5zz9gGiDz4ugIIjQvcREZDUD/rX3sLGkn/Z7EX8sIMJqB81M3SKK8Gq+TrT+Mqku90bIo+IRKfnTEmVUNgPdthF7Pq92yGQqEbgsgDC5IyEJ5bWWE3nstOKmBQ0KS2+rWlFp0nZFnGycS5e1lpkrciGy5r2ASITX4IO4oyLuv3rWxtq1YnZANhisVjDOE5yKfqsgd49zTiP7kFM5Cwqh+vU1vsv7Uv64hS755B/G9uwtgGlhJG/hBCwJe6YXu2MXMzVAwonw8g+V7n2ga9CRyIXchKzWzOxGHmYbWkSQ3qpUEonw2sdgsfP4Q5wWxhnwQSecUjUM2AenkIyoW+1W5h/lAKYyYGczrz5ITz2da3yrxppfFdKNzwJa7Hr0gnpaDBRJbrIvHYQFZQiZuIHDifLeu6ORNb3RMBjlhr1wKlkEaSecdKaDdHLQV8G7DRsgYhBHyl19rT5hkNzJk4ku91Qb0xsq5G3bWAKRZbkVWU9YWGIshnG8AVz4u1MCiSb3cg9p8vwZyO569cUCtoTL00AL1/NuePSUdrIB2ryfyqmArlgy7E/vwy9KHlHRMaExErMGvrG1seS4hbhvRkHYRdCwIpJyKI//w2Er+8C2Mm/yxR1DBhjEUeOS4IIeCKnFmFhvT2CRgjoZxikahmQL0yhNhfXmUplFcBQgg4nz3LbUjvmoY+GMytTwwT2s0RxP70C9AVuqaZUQXKxT7oQ7ndezH0/gDULwYzffc5AqGuEMS7tNsKNSmMySiUj3tWFJOhXB6E1jaRWSeGJ5Zf+hbSK8yYCuULa/+h+vJOAfSREJTPsjMqCdW+laVjF3hwfieIN1O50DqnrRoRq2TMS2W74iszU+Mag0ErxXGOz0XrnEL0P17cVrFhGy1rEK8N0sk6y803hUmhtY0j/oOrUC8N5R9MTudqjbSNQ/msP++2ryYs3exjDpEF2F7eBe3+JJLvd6Wr19Jw0hLYhoOwvbQL0ok68I+o4khVA8ZEBHrnFPT2CWj3p0DDSTi+ewhCXW5FX4hLhvMPj0PrmAKdt5ibs3EkftkGYygI+akdVlvK3A9N90cVHcZwCHrXFNTbY9C7puH9Ny+CL3NjS+2OmxlKQQ0KmtCyF0BqpSU0E5pVtXWFrhyE5yA0+mH/jb2I/t+fPsjIQgGjfxaxH1yF1j4J27ONEA9VPbQ4HQCYcRVG7yy0+5PQbo2CJnT4/t2XAPJwGwtf5QVfW5iRtcOYjCLx2l3w5R4rEHKRsUiplR898WY7Er+4Db1jKus9qwqloIYJGteyM2aZVp9QRbfcWrZ4JWW+3A1hRxHU0QeBqeZ0DMlz9yBU+SDsLnno+mDGVCTfuo/4T25Cb59YcVtoTEX8b26CRhQIe0oh7quAuKcUfOXSGcNoUod2bwLxX9y2anLMczXhawsgNPlzq8VBKYzRMCL/x8fgawsg7iu3Cp81F+ckBJuRJJRP+5H4yU3Lz3ueYCTur8jKYrNsKAVVDcvtZ6H7mWHCjCrg5oqYreg2cRWJX9yBMRGBuLvUeh57yqwsbkukiaWqDq1jColf3IHyQXdGRW6+ygthZ/GKCsgSzjJWiM3FUK8Mpa8bQ0EkfnUXXLET4v6KVUlnyxU4IO4uhdH/QFA2g0kk3+uC0OiHdKT6oc/aTGhQL/Qi/pObUK8ObyvD3EbLGoTnIDQXw/6brTDGQg9OKpM6lEuDMAJx2J5phPzUDsu48IgaSWYwAb17Glr7JPS2CejDQQiNfsgn6pbzaFYFplgwwJW54fz+E9Ypw5WhdMEpGlGgXOiF3jUN7me3INQUgCt1WcV0OGIJKnEV5kwcxmQUNJyEGUpaLglRBZzHll8QOAGk/eVw/aOTiP778xmfpeEklE/6oN2fBP+rNvAVHvDlHnBuGRB5UM0AjSowp2IwpmLWEXY4adXliKsrC7Z7TDHGwlA+6YMZSqafIY1rD/6u6KBxLSvOgcY0JH5xB+pnA4DIWcUY7dl/OJcE25dawHmz3QIWQlwSbM80whgJIf43Nx9YVClgjkWQfKcD2s1R8GVu8NVeq5CVe944DSdhTEQtd4NQEmYwAXM2Dr7YteSGKTT6IR2ogH5r9EEgrUmhftqHSCgJ+ekdEPeWgyt2gfAEZlyDORGBfm8CyqVB6N3TllJCrLkmtpRasRbLQGufhHp7FDSYBE2oVn8kNJhxFYjroKo1J/XezJNCYyKK2F9cRfLNdkDk5/pEALFLII4HfcJXeCCfqAWXg5V8I+FrCyEdqoJ2ZeiB245JoV4aRDiiQH56B6T95eBK3CACZ/XJVBR6x5RVdbpzCuacUsIVOSA9Ub18Vw/DEur1+5PQ2iegfNgNrsAOrswDodprVTMusAM2EZzEg6qGVYtlNGSdsnRNwxgOZbpxSTxszzdBaCnJWTGnig69ewZ67yy0G6PgCh3gihzgyj2WclzmBuexWe4xHLGyYQUSMIastLZ674x1gjfPUEDsIpy/d8QaHzm4QpkxFfrdcWj3Jqw1IjG3XsQ1mHP/hmbAnI7DXHDKaE5GEfzvz1mxJhI/b2zOjVO7aFVV31kM+Xjt0n0yHoF2bRj6XF0KrsAOrtQNvtIDvtoHvtAB2Of6RJvrk7FwZp/MTw0tcpDPNlhC/woVc77UBelMA9SrQw/WH9VyzTNn4pCeqIbQUgKuwGH1lWqttTSspNcu+WQdpCdrHxn/wpc4IZ2og3K+90FRUUqh3RlD5D98AtvZBoiHKsGXe0Ak3hoTUzHoXVNQrg5Dvz8JYzgIGBTEZhkhE6/dXdFv3xRsAlmDOCXITzfCmIwi/sPrD8aaokO/O4H4SBjJ97vAV3rBV3jAFTisGCzNhJnUQENJGOMRa38OJaxMecEkALq+BY4XgSkWW5FVNjYSQiA0l8D9R6cR/Y8XoVwafJBJwqAwhkMwhkPQ7oyD2ATLwkEIYJiWhVQ1LEFvhRYNQgioLMD+0i5ANxH9jxczXUd0E+ZYBOZYBNrdVFv4dBVLqhugigGoK28LA9CHgoj91VUri5FO0/0Nw7Qsqw8LeDVMGINBGKmiQ7yVBYXw3Ly/ExBZgPRkbW6KBSHgSlxwfPsAYFIkfn47U2lN6jAGAjAGAyC3BEBOjVOAGtTKJJTUl1WcjrgkyE/vgHZnDOrnD2IkaFyDenUYes+M9RtkwZqbujmnzFhCQOo58WVuuP7RKRCXBPXSwLIyr6k3RxD/6+swA4l0P1DDtDIkGfThbhSKDqN3BkaqHkdGn1j9QngOwq4SiC0lm16xIE4R8ul6aLdHoZzveVBYLqFBuzkCo38WCa8NxCZafWJYaWVpVLHcjeZOBrhCO1z/+BT4Kh+UT/tWXDOCRlUYUdUa+20TUFOKtMRbz5kQgJqgmgkkNZhRNStrDwQOtuebLKW7YBkCwvwUyT0AUkK6TQAR5wKPifU+qhqWMBRTswNzJR7OPzwG6UhNVjD3Q39/JInkhV4kX2+z5t3cemGNUQqY5kPXZprUoV0btv5BMDcurbUi/XeRg+2lnUsrFvO/N6bCiKkwhoIAP2EpKg7pQZ/M2z+Q0GHGFEBZ0Cc8B/nMDti/tgecf+VCG3HJkI/XQD1em7WmaG0T0PsDIG75QUpYc2791UxAM0BVA3y5O8udJwtZgHS4CvLzTUi+3vbg2Ss69LZxxIaC4N5st+J4OGLNE2VungSTD9ZLgYPrH56EfKYByfe6QKNbo47Hw9gMskbKzdbxm/sACiR+fNNa1wGAPpjDeseUdX+Jt+auSa0YDM200tMunLfixkc4MMWCAQAgAgdhdync/8Mz4H98E4lf3s0uAjTnSpHzPEoJkvm0gxDAI8P+1d3gi52I/ZfLlt/pQlRrcWX6wxqi6pYVZqVxAQYFDAMUDzZrCljBt3kUuSM8B77KC+f3nwBf5kb8x7dgDC7whaWWgIJkHuN0qfsSAnFXCRx/55Blkb0zL82tYcKcjsGcfkSMBwH4mgK4/+gUpDMNMIZCEBr9WYWrciF1QrhWfWIG4utWeHAlEEIgNPrhePUgzIhiCaTpPqGWX/zMo1PIcmVuuP/pGcjPNMKciUPYWQzt+sjqNVI3QSNKptV7CYhbhu3lnXB85yCE+jwL/S0GBaAYoEoir/nAFTvh/L2jsH25BcQp5VxxmxrUCg5e4tkv/UWw1gbdzGg3JVhZcTrDBI2qoNHcFUjilCA/1wTndw9BaC4GWUlGqNR3ctb4df7uYZjhJPS2eS55Js1t3OQwT61AYQ8c3z4AM5SE+vEDJRymFZxuLBFjRFwyXP/oJOxf32PF2+wrh7rBPvyrwWaQNQhHwJW64Xj1oLWn/c0Ny2V2/s30uTGb85eSFbsSrhSmWGxF1kiaJjwHvrYArr93HPLJesRfu2NZA/NJf0asCrjS8RrYnmuGdLgq/3YQArhlyGd3gG8ogvJRD5Jv3LMK2OT52/kKjxWcXrC5LbCM3CA8B67EDftv7YO4rwLJdzqQfL8T5lieBc44AqHJD/tXd+cUb0BkAfKTlotQ/L/egPJxT27WbZGD/FwzXN8/AqGpCMQmgvpsEFrLlqVYMB5AJB7SE9Vwu21I/OQmku935SbEE0B+uhHOPzgGcWexFcOg6hAPVCxLseD8Trj+3nEkftkG5fIAkMg/XSRxiBD3V8D+jVZIx2utOKF8hAOOQGwuhuufnkHy7fvQ708ua58gBVZVZsdv7UvHEuSqVGwmuEIHnH/3CSQK7FC/GMhLkUhjEyDuLYfjlVZIJ+vAFTpWVWAjsgDpWC08TgnxH9+cW1NW32WXCDzE3aVw/9FpJKp9SL5x74FlfAnEI9Vw/f5RiAcrrRoxqgHpWPW2UCyAzSFrEI6AK3TA9uUWiC2lSH7QheSvrZT/ebVB4iEeqIDt+WbIpxvyasNqQ+h65RNl5A+lMGbiWT57nNcG4pLXNL95yo/QmIxB/aIf6s1RGL2zVtaDuAZQCiKLIC4JnN8JodoHYUcRhL3lEBoKwbllEIdk+divYGOi5lyAcCABvWca6uUhaB1TMIaClnV1TukhEg/ilMEVO8FXeCA0FUPcN9cWj806Vn7E86KGZV005wkmhCMgbhmcZ2lXnazvo5bVKSNDCyHgHOIj/R+pqls+k/OUOcJzVvGvRwRwPfT7NANmWHngXzv3fcRrA7dEACJNapZ1fK1y/BOAL3UvO0c+1U3Lgj8dg9Y2AfX6iOUbPRp6UFiMs1yuiEu24i8qvRBaSiAdqLQCOZ3Sks8h654RBdr9CaifDUC9MWL5YoeSliuFLIAvcICv8UHcWw75bAOEugIrReVcAODCsUZE3uqPHIJ0zXDSsmauUZ8QibcEqC1Ut4DqJmhUgd45BeXzAWjXR6zsUKGElVhAEsAX2MFX+yDsLrX6ZIffSuWa6hPTBI2o6dTFRORAPLbciiCmApKjKsxgHNq9CWh3J2AMB2GMRmDOREGTBqiqA7ppjUenBK7IAaGhCEJLKaSDFeBrC6x1U+LzT+1KKSi1XMFoRLHiC+6MQe+YgjEWhjEesZ5Hqh2AFWfjkqwEBA1FEPeVQTxQAb7YZe0vPMm7HVQ3rVi7FbqUPRQCcA5paR/yVJ/EVJjBBLT7k9DvjkMfCsEYC8Ocilquccpcn0iCtZcVOsDXF0JMrRENheBckrX2rpGCRXUDNKxA65qG+sUAtNtjVhXmYAJUNay2uSVwbpu1t+0osuK+jtaAK3PnHoNjmKAxK/5K/WIA6tUh6P1z91EMQOTA+ewQUmvkqXqIO+eC/wVrH7eqeavpIp+E50A8shV3+ah7K3P7mrJgXyt2LmutoZphfd882YjwHIgvxzm72Heuk6zxyDYYVvFPcyYOrW0c6rVhaw4Pz+1pqmHFyNkFcF67lUyg1gehtRzS3nIQr80yBtiEDTUIMMWC8UioSa2jQM2wjuTm+8gSWMdu3Jy/tsBZ/n38ypSJRdtB53xMVWPOn9y02rYBbWFsLiillr+ptmBspCBzlil+/tjgV5R1heqmJaBphuWXPO9+hCOWm5c4F4S6CtldGEtDDTPttrBwDKTWBYicJSRyZE3WhfRY1OfG4lxFZUrnrVWAdf/UWiWufDxmtcGciyvSjDn//NQYzVwzH8wL/kE7tnjGsIVQOu9ZpOI+1qFPhqMBFMgOOMVHC91zjbTcyDTDWlN080H7Uv2U6ithbg0T+Aev5UF6nqT39EXmiTA3T/i1mSebmc0ga6TH7MI2pCDz+mr+eN0kfcUUCwaDwWAwGNuedwfv4b2hdth4AV+q3YvjZfWgc9J7SiR71L/p3JVc/v3XHZdwtLQeTb5iEDx+Ajrj8YXFWDAYDAaDwdj26KaJZ6t2YaevFD/vuY4qdwF+3HkFTlHCM1W7oJsGftFzA3XuIpypbMJ4PIxPRrtR7y7CE6W16AxO4PJ4Pw4UV+NwSQ2+GO9DX3gaOzzFOF3ZhHN9tzGViOCAvxoJXcNrvTcAAM9U7cTR0voN/vUMxvrAzugZDAaDwWA8Frw7dA//4dYH+ErdPrwz0IYKpw9VrgKc67uNqKai1O7GizW7oRg67s2OodFbjKCaQPvsOA4W1+CpqmZMxMMYiQYxFg/hy3V78cqOA+gOTsIr2fDf7j2L52taIHA8zlQ04w/3nMK7g+0b/bMZjHWDnVgwGAwGg8F4LPhK3T7cmhpC0tBAKYVAOBTIDrzSsB+lDi8Suoaf91xHjasIBABHCPYWVSCpa/h1/x3IvAgCAgoKn2SHxFnBxwalEDgeUU2Zc3uiKLI5IXECTOZxzniMYCcWDAaDwWAwtj0uUYZTkPDbO4/ig+H7eKZ6F4ZjAYzGQohoCrqDk+gKTcAj2bHD60ejtwTD0SBmkjEIHA+e8AipCQgcB7sgwSvZIfKWffagvwrD0QB+1XcLVyb64ZZskDgeHCHw210b/MsZjPWDBW8zGAwGg8F4LKGUwqQUPMfBpBQmNUFAwM8VwjOpVYiOIxwMas6dYjzcJmuYBjjCshEyHl+YYsFgMBgMBoPBYDBWDHOFYjAYDAaDwWAwGCuGKRYMBoPBYDAYDAZjxTDFgsFgMBgMBoPBYKwYplgwGAwGg8FgMBiMFcPqWDAYjwmJRAKjo6OYnJwEAPj9flRWVsLhcGxwyxhrTSKRwMDAACYmJtLXCCFoampCeXn5BrZs6xCLxTA8PIzZ2VkQQlBSUoKKigrYbLZVvU8ikUBvby+mp6dz/owsyzh+/PiqtmM16e7uxujoKObniqmpqUFVVRVEUVyVe0Sj0XT/cByH0tJSVFZWQpKkVfl+BoORG0yxYDAeAzRNQ2dnJ9577z0MDQ0BACorK/H8889jz549bPPd5kQiEXz22We4dOlS+hrHcXj11VeZYpEDqqrizp07OH/+PEZHR8FxHGpqavDyyy+jqakJgrB6W2kkEsGFCxdw8+bNnD9TUFCwqRWLa9eu4fz58zBNM33t5ZdfRklJyaooFqqq4tatW/j4448xPj4OnudRW1uLL3/5y6ivr1/V/mEwGI+GzTYG4zEgHA7jzp076OrqSl/r6elBaWkpqqqqUFxcvIGtYzA2N7Ozs7h16xb6+vrS1zo6OlBdXY2Kigp4vd4NbB1jenoaN2/exMDAQPpae3s7amtrUVZWBrfbvYGtYzAeL1iMBYPxGBCNRjEzM5N1fWZmBrFYbANaxGBsHUKhEEKhUNb1iYkJJBKJVb2XIAjw+/0oKytDYWEhnE7nqrkLbVcCgcCi/TM+Pg5VVTegRQzG4ws7sWAwHhMWqwTLcaxCLIOxFA+bI2sxf1wuF44dO4ampiZomgZVVdP/V1UVQ0NDuHfvHhOY50EIeej6xmBQwwS4xcfIZoCaFGYgAZrQwPsdILatbUhgigWD8Rjg8Xjg9/szrhFCUFZWBo/Hs27t6O3txezsLCilqKurQ1FREdv8GZuegoICFBYWoqenJ32NEILq6upVT34gSRJqampQU1OTcd00Tei6jqtXr6K7u5spFvMoLCyEz+fLuEYIQU1NDex2+8Y0irHhUM2A+lk/zKQOvtQNcXcpiMRvTFsUHcZwCEJ9IcBlKzg0qkDvngbUQggNRRvQwtWDKRYMxmOA2+3G/v37MT09jb6+vnRGoEOHDq2b/3EikcDnn3+Ozs5OUErx9a9/HV6vlwWOMzY9Pp8Phw4dQigUwuDgIARBQEtLC/bt27duWdU4joMkSZBledNaXjeKoqIiHD58GJFIBCMjIxBFEXv27MHevXtXPWsXY+ugt0/CDCfBV3rBFdpBFR3Kxz2gugnpYCWMoSDE/eWgmgn93gT4Gh/UG6PgPDKE5mLQqAq9cwrEIYJ4baAxFTSQAOd3AgIHcyoKiDxAAXFvOfTOSZghBWJrKWgoCXM6BjOqQtxTCprQkDh3D/KZBvC1BYBJod0eA+eRIe4rB7ELoLoJM6Js9GNbMUyxYDAeAwRBwI4dO+DxeNLpMouKilBcXLxuGVMmJiYwODiI8fFxAJaiMT/9JIOxWRFFES0tLSgsLEQoFALHcSguLkZRURF4fmMsoIwHiKKI1tZWFBcXIxQKged5lJaWorCwkJ2IPsZo3dMQGgpBdQq9ZxY0NgbOawNfYEfy7fvgawqg3RgF8dqgd03DnIrBnImBBuIwZ+PgvHaY0zFIT9bCGI/AnIiAK3ZBHwjAGAqCr/YBlMKYiILGVZjBJIhDRPLNdhCPDXyRA3yZG8rHvZDPNoDqJvhyDziXDKrqIDIPfSgI4pLB1xaAiNtjLWGKBYPxmGCz2VBdXY3q6uoNuf/IyAgikciG3JvBWCl2ux11dXUb3QzGQ3A4HKivr9/oZjA2EUTkAd0EX+ZG4vN+QNFh//YB8KUuJP72LmzPNyP+45vg6wogNPuh3RkHV+IC57EBNh5QDHB+J4T6QpjBBIhTgrCzGMZEBGY4CbHQAWgGjPEIjKEguCIn+BIXiEuGORYGX+UDX1uA5IfdIB4buAI7hBofzJgK/f4UqGaC2ESYoSS2h0phwVR5BoOx5lBKMTw8zBQLBoPBYKwL4sEKqLfHoH7aBxpWIB6ugvJBFxJ/exfi/goQrx3gCczZBITmYvB1hdC7p2HMxMA5JIDnAGGemCxwIKl/E2L9mQsKF3aXwZyOQe+ZAecUAQJA4tPxFETkQBwiEr++D6N/FsZICHrHFMxZK2hb75iEen0Y2r0JGFPR9X9Yqwg7sWAwGGtOKBTC9PQ0CzhlMBgMxrrAl3tgf2knoFNIJ+rBFTlgNvpBKEC8NhC7AMe3DwCEgLhkSEeqIOwoApF5yz3JNAHDctcVmvyAYYI4ZchnGyAdqbZONiiF2FoG4rFBbCwCKEBcEoSmYnBuGZB4OL57CMQlw/6lFlDNBOe1gSvzgCY0K5hcFkAIAV/hBZF563u3MEyxYDAYa87Y2BiCweBGN4PBYDAYjwmE58BXeIFULB8h1kkEHvybL3+QFZG4ZHBOKf3afDiXnP47X+QE5idu8s1lHnNKGfdKIVRZBTS5EtfcSwTUJaX/nr5HwfbIYMYUCwaDseaMjo4uWsCKsXGwGiYMBuOxYP46R9L/Wfq9K71X1ktk0b9vN5hikSemaWJ6ehq9vb0YHBzE1NQUQqEQkskkDMOAIAiQZRkejweFhYUoLS1FTU0NqqqqViWf9szMDAYGBjA8PIyxsTGEQiHE43FomgZJkmCz2eByuVBWVoaqqirU19ejpKRkFX75wzEMA5OTk7h79y76+vowPT2drkbrcrlQWlqKxsZG7N69Gz6fb9WzdESjUQwNDWFoaAijo6OYnZ1FLBaDoijgeR6yLMNut6O4uBgVFRVoaGhAbW3tmk5sSikMw0B/fz96enrS7YpGo9A0DYCVr95ut8Pn86GoqAgVFRWora2F3+/fVpV24/E4hoaGWHzFJoPjuKy5mEgk0NnZifv376eVQU3TIIoiCgoKUF1djZaWFjQ3N7NsSI8ZlFKoqop79+6ho6MDIyMjCIfDMAwDsiyjoKAANTU1aGlpQV1dXcYa9rACdtsNXdfR1dWVnj+zs7PpfcjpdMLr9aKmpgaNjY1Zz2ilpPqns7MT/f39GBoaQjgcRjKZBIC0XNDa2oqmpiY4nc5VuzeDMR+mWOSIoijo6OjAp59+iv7+/rQiYZomKKUZaTNTi2hq4+Z5Hna7HY2NjTh8+DD279+f1yIbCARw+/Zt3Lx5EyMjI1AUJX3v1P0X3ru9vR0cx8HhcKCpqQmnT59GY2Nj3kL9jRs38NOf/jQtDBcUFOCf/bN/BkmSYJompqam8MEHH+DmzZtIJBIZzwQApqamMDAwgOvXr8PtduP48eM4c+YMvF5vXu1YSDweR2dnJ65fv47e3l5Eo1EYhgHDMNL9kWpD6pl0d3eD4zgIgoCKigqcOXMGR44cWXVFJxaL4eLFi/jss88QDAbT7VrYV6m2pcZJqm1+vx8tLS148sknUVpamtNYoZRicnIS//7f//u82vrcc8/hzJkzq5KLn1KKWCyG8fFxjIyMpP/MzMwgEonANM2M9//sZz/Da6+9lvNc2LVrF37nd34Hsiwv+npvby/efPNNDAwMZFz/wz/8QzQ2Nq5YEI5EIjh37hyuX7+ecf25557D6dOnt9xGzfN8euxrmoYrV67g/PnzmJychKZp6fUlxcTEBLq6uvDpp5+ioqICL774IlpbW/MWGPv7+/Hzn/88nXY4xR//8R/D6XTm/X2UUrzxxhv4+OOPM64///zzOHXqVE79QilFd3c3/vRP/zSve3/961/H0aNHHzomtwuUUly6dAlvv/02AoEAdF3PGB+EEIyOjuL+/fs4f/486uvr8eyzz6K5uRmCIEAURfA8D8MwlnV/0zTR3t6Ov/iLv8jrc7/1W7+FQ4cOrbhWztTUFN5++23cunUrfe03f/M3ceTIEQiCANM0cfPmTbz33nsYHx+HpmnpNT9Faq2/e/cuJElCdXU1nn76abS2tq5obaKUQtM0XLhwAZ999hlmZmay9sLU/fv6+nDlyhUIgpDTPCOE4F/+y3+54v2a8XjBFItHkJqUAwMDePfdd3Hv3j0oirJk7v3U5+YvKolEAnfu3IHL5cL+/ftzuv/Y2Bg++eQTXL9+HZFIJL1Q5HNvRVFw9epVdHV14cyZMzh79iwcDkfOm7eu64hEImnFghCCiYkJlJeXo7OzEz//+c8xNjaWJTTOb09qkVMUBW+99RY6OjrwzW9+E9XV1XlbssLhMK5evYqLFy9ifHw8S/jJ5Zmoqoqenh4MDQ3h1q1b+Na3vgWv17sii1rqd165cgVvvvlmevPN9XOpDVdRFMRiMSSTSTQ3N6O0tDTnNhiGkfepgKqqq1JLoqurCz/96U8xOTmZHqeLKd3zSVnSciUejz/y9aqqKng8HsTj8QwB5tq1a6isrFyW0JqCUorBwUH09/dnPGNZlrdsdd+UYhEMBvHGG2/g2rVrj3zGqbmmaRq6u7sxPj6OkydP4ktf+hIkScr52RqGgVgsljVWlzsOKaVQFCXr+/Id28uZP5qmbetaLCkr+I9//GNcuXIlvQ8s9r7UnNc0DW1tbRgeHsbTTz+N06dPw2azQRTFFSVvSO1F+bBa/WOaJhKJRMb9x8bGEI/HIQgCXn/9dVy+fBnxePyh95u/1quqmj7VOHnyJJ577rm89uX53zk9PY0f/ehH6OrqeqTiRimFrus57UspCCHbenwz1gamWDyElBXg+vXr+PWvf42JiYmHvjclHKcm4cOEKafTmZeFLxAIoLOzE4FAYNHXUz7SC++90DJumiYCgQDef/99AMCzzz67bAubrusYGBhANBrFX/3VX2W0LWV1f1RbDMNAV1cX/vIv/xLf+973UFNTk9dimkgk0NfXh+Hh4UVfT1mF5issqXbMV0BSwsitW7egaRq+973vweVy5fs40t8Vj8fx2muv4dKlS4/cPFMW4qXGSkNDA0pKSvJ6NoQQ8Dyf8Z3rtSnE43FMTExAUTauaqgoiti1axe6u7sxOTmZvn7jxg0888wzKzpRSBkYFlrZW1pa4Pf7t6SbhyiKiMVi+OUvf4mrV69mGA/mz6GHzZ9IJILz588jmUziG9/4xpavcLyR82ezkkwm8Rd/8Re4c+fOogYcnucXHSeUUgSDQbz11ltp4X6lhTg3W/9MTExgZmYGn3zyCa5evZqx9s3fC4EHSsX89lJKEQqF8NFHHwEAXn755bxPVkKhEP7Tf/pPGB0dzbjO83zaLTulsMTjcSSTSei6/kgFZP78Z+6OjOXAFIuHoGkarl69inPnzmF2djbrdUEQIEkSHA4HCgoK4HK5YLfboWkaotEoJicn05NY13VQSuH3+9Hc3JxzG5qamlBVVYWxsTHoug5CCERRhCAIcDgcKC8vR0VFBdxuN2RZhqIomJ2dRV9fH8bHx6EoSsZmEIvFcOXKFZSVleHgwYPLEoY0TcOtW7cQCAQQCATSbfJ6vaiurkZFRQWcTidM08xoSzKZzGjL6OgofvnLX+Lv/J2/g6KiopzbknITun37NpLJZHrxE0URNpsNxcXFKC8vR0FBAex2O0zTRDQaxcDAAAYHBxGLxTIWVV3X0d3djY8++ghf/vKXl+UWFY/H8eMf/xg3btzIsugRQiBJEiRJgsfjgc/ng9PpBM/zSCQSCAaDCAQC0DQNmqZB13VIkoQdO3agsLAwr3Y4nU6cOXMGsVgM0WgUsVgM8Xg8PQ5UVV2zdK8pH+LFfIZTStxCS5ksyzkfyQNY8lSAEIKdO3fiypUrmJqaSm/i4XAY9+7dQ2Fh4bJdIqanpzE8PJwhPBBCsGfPnhWfdm0Upmni008/xezsLDRNA8dxkGUZxcXFqK+vR2FhIex2O+LxOMbHx9HR0ZERIwRYguf169dRUFCA559/fksLIgUFBTh9+nTW/FFVFaZpQlGUh1rstyOGYeCNN97AvXv3spQKWZZRWFiIpqYm+P1+SJKUdoMcGBhAKBSCqqpIJpM4f/48fD7fst2gAGuu+f1+nDp1CrFYLP1nfv+k9tv1YmJiAm+99RZ6e3vT60Iqbq6+vj69NxNCEA6H0d/fj8HBwbTLcIpEIoFr166hvLwcR44cycub4Ec/+hHGxsYyrrvdbhw4cAAnT55EVVVVek1WVRUjIyO4dOkSbty4gVAolKHoCIIAj8cDv9+PoqIi+P1++P3+VXGTZTxeMMViEQzDQEdHB957770spSI1+VpbW3Hw4EHU19fDZrNlLQaGYWBsbCwdyDU9PY0DBw7kFawliiL27duHoaEhhEIhlJSUoKWlJR0cl7IWLURRFNy7dw/vvvsuBgYGMhaxsbExdHZ2orm5eVkWek3TcPv2bQAPFvsnn3wSp06dWtQPU1VV3L59Gx988AEGBwczFv729nbcvHkTp0+fztmVguf5dABpR0cHCgoK0NjYiD179qChoQEul+uh3zM2NoY33ngDt2/fzhCw4/E4bt++jSeffBJ+vz+v56GqKt566y3cuXMnS+iQZRklJSU4ceIEWlpaUFpamqW4pOIShoaG0NHRgc7OTrjdblRWVuYlpBFC4PF48J3vfCfr+zVNQyAQwIcffojz58/n9ftypbGxEX/0R3+0qFVTURScO3cObW1tGddTPvq5zomUO8Wj8Pl82LFjB/r6+hCNPigydO3aNRw+fBiiKC7L3WBoaAgjIyMZ18vKylBdXb1l/etDoVA6U5coitixYweee+457Ny5M0sBS51QvP322/j8888zXKbC4TCuX7+O5uZm1NfXb0klixCCkpIS/PZv/3bG9dT8mZ6exq9//WtcuXJlg1q4vqRiTi5fvpyxrhFCUFhYmOHitJBwOIxLly7h008/xeTkJKLRaMZcXA6EEFRUVODVV1/NaqeqqpiamsK5c+dw8+bNFd0nH8bGxtJCPSEEPp8PJ06cwNmzZ+HxeBaVCQYGBvDWW2+hvb0947lOTk6ivb0dLS0tcLvdOd3/7t276OrqylAOvF4vvva1r+HkyZNZ95ckCfX19aiurkZdXV2WJ0ZDQ0OGizKDsVyYYrEASimmpqZw6dKlrONFSZLQ3NyMF154ATt27Hjk0S7P86iqqkJVVRXOnj2LaDS6LGteS0sLIpEICgoKsHPnzpyEGFmWsX//fvh8PvzsZz9DT09Pxu8bGRnB+Pg4Ghsb825PCkIIiouL8eUvfxnHjx9/6PskScITTzyBwsJC/OpXv0JnZ2eG8Pn+++9jz549KCsry/neZWVlOH36NFpbW7Fnzx4UFBTk9Lny8nJ8//vfxw9+8IMsASEcDqOzszMvxYJSira2Nty4cSOdBSuF0+nEyZMn8fLLLz/S4kMIgcvlSiuMiqJAUZRVcytJnZi43e41tTzZbLaH9mE8Hl/0tMHr9aKsrGzVBfOWlhbcvHkzQ5jp7e3F+Ph42oKYD5qmYXh4GFNTU1n3yXXsbWZ4nse+ffvwta997aF9mFJcX3nlFfj9fvzqV7/KiJEZGxvDpUuXUFVVteJA2c1Eav54PJ4t7+qVD6qq4t1330UsFsu47vV68c1vfhMHDx586Gc9Hg+effZZFBcX44033sDw8PCauSwRQiDLMrxe74Yq+MXFxfjWt76FXbt2PdT4wfM86uvr8a1vfQu/+MUvcPPmzQyXruHhYfT392Pv3r1L3s80TVy8eDHDQCYIQvqk4lFrnCAIOHjwICYmJvDBBx+kT1tSRlB2SsFYKaubDmcboOs6enp6cOfOnYzrPM+jtbUVr7zySjrTRa5wHAePx7MsH2+73Y6zZ89i3759eS2cHMehqqoKZ86cydoQZ2ZmHhq3kSs2mw2HDx/GsWPHcnp/Q0MDTp8+jeLi4ozrqYxX+Rxhi6KIPXv24NSpU3kLdoIg4Bvf+EbWaU0ymXxo3MbDiMfj+Pzzz7OepSRJeP755/HKK6/kvUCnUhVvJ+Fsvamurs5wAQCsjfjKlSvLClafmJjA0NBQxsmf3W5HU1NTztbFzUxFRQWefvrpnBIFSJKEY8eO4ejRoxnXVVXFwMBAVkYuxtaks7MTw8PDGWNeEAScOXPmkUpFCo7jsHfvXpw8eXJbzJFH4XA48NWvfhU7d+5c8kSVEIKioqL0qcZ8ZmdnM1w4H0U8Hsfw8HCGkc5msy2pVKSQZRmNjY0ZhgRKKW7fvs0KmTJWDFMsFjA7O4u2trasjDVVVVU4ffo0qqqqtswxoSiKKC8vR01NTcb1SCSy4qPpoqIiPPnkk3k9iz179qC2tjZLKbtx40ZO2bZWA0IIvF4vWltbM66rqrpoLM2jaG9vx+joaJbv8IEDB/DMM8+sehpbRm7wPI89e/bA5/NlXL9161beWWVM08TIyEiW0rljxw6UlpZu6ZgCwBIADxw4gIqKirxiXU6cOJElGE1PT6Onp2fJLG2MzY1pmrhz507WKWxBQQHOnDmT8/fwPI+WlhY0NDSsdhM3FQcOHEBjY2POxiCO4xaNt4zFYggGgzkZ2UZHR7Pi5RwOB6qqqnJud3FxcZZhbmRkBLFY7LFPWsBYGUzymUeq+F13d3fGdVmWceDAAezYsWPLKBUpUkVx5pMKFF7u4iGKIiorK/NKhQpYAklLS0uWQDIwMICZmZlltWU5EEKyNrtU8F+uQlEqDmdhNWm3242XXnopr/SbjNWnubkZJSUlGcpdOBxGW1tbXoJvIpHA8PBwhhWP53k0NzfnHVy/GfF4PKiurs7rNJXjOBQVFaGlpSXjejQaxfDw8JJpgRmbm1gshv7+/qwMbwcOHMj79KGkpGRLxyEthSzL2LdvX9aethQOhwMVFRUZ11LZBXNJw72wLlAq9iUfQ4fT6cxyUY3H44jFYsw4wFgRTLGYh6qqmJiYyBIWy8vLUV9fvyUXR1mWszaDVEDicrN0yLK8bCtUXV1dlhuSaZoYGBhYt8UsFXS+kHxyfIdCIUxMTGRZjfbu3YvCwkKmVGwwLpcLu3btyhKYL1++nJc7VCrLzfz3+/1+VFdXbwuf+7KysmUVv5JlGU1NTRnXUukz19NIwFh9UvUZ5pPKgJYvHMehrKxsW8QiLUZFRQX8fn/eqXQlSco6UQUeGP2WIplMZhXGzbeK9/wCmQvbwE4sGCuBKRbziMfjWZlfAGvxKC8v34AWrZxUKtaFPKpw2VIIgpBXsPV8SkpKFg2gXcsAv8V4mJKYq3IzNja2qDvZvn378l7gGWtDa2trlkDT19e36BxfDF3XMTo6mvX+pqamvGuMbFaKioqWlR1OkiRUVFRkCVSxWGzF8VuMjWWxejSiKKK2tnZZ3+f3+/O26G8VKioqlhXozPP8ontQrsathRkhUym98yGV3nwhsixvi7WNsXEwxWIeyWQS09PTGdcEQUBhYeGWDUDLt7J1LgiCgKKiomV/1uv1Zgkkj6revdqkCgCthJmZmSwfZFmWUV5evuX97rcLZWVlqKury/B9Nk0Tly5dykmJjUQiGBoaysiM43A40NDQsKi1cSvicrmWdfJCCIHNZssSGFN+4oyty9TUVJbVvKCgYNkn9i6Xa9tmGSosLFz2/Flsn1hYUPZR952/h6VOC/NRLsLhcFbWL5vNBrvdzuIDGSuCpZudh6qqWZuiw+GAx+PZVMKiaZpIJBLp/OCqqqaPUA3DgGma6f8rioLe3t5VvT/HccuuUg1YKQtFUczYvBYW68mXlMUmVdgqmUxmFJ2b/0wMw8hKHZoviy3iRUVFi9Y0YWwMHMfh4MGDuHv3bkZg/p07d/CVr3xlSRegyclJ9PX1ZVxLFYFcaRXhzYLT6Vx2BrKUkWD+s1UUhcVYbHEikUiWJXu5hiTAGmNb0Y04F9xu94acUJeXl8PpdGacmkciEfT09GD37t1Lfp5SirGxsSxDanl5ebpSN4OxXLbH7rhK6LqetSnabLZNYW0xDAMzMzOYmJjAxMQEgsEggsEgwuEwkskkFEWBqqrQdR2GYWT8We2TAI7jVpQO1WazZVlEFlr/c8E0TUQiEYyPj2NiYgKzs7PpZ5KqyJqqlrvazySRSGRZ9bxeL7P0bDIaGhpQXl6OUCiUjikKhUK4c+cOTp069dDPqaqK0dFRjI+Pp6/xPI+GhoaslMlbGVEUl2004TguK/jTMIzHqjr1dkRRlKz1cTmp0lOIorhtFPGFyLK8IWu+2+1Gc3MzZmZm0kqgoij45JNPUF5evmRMy/T0NNra2jLioQgh2Llz55b1zmBsHrbnbF8mpmlmBeMKgrChi6JpmpiYmMD9+/fR29uLkZERTE5ObujmzfP8ik5wRFHMWozzOcJNHft2dXWhq6sLQ0NDmJiYyDrWXUtUVc0KfmenFZsPm82Gffv2ob+/Pz0+TNPE5cuXcfz48YfO7WAwiL6+voz1oKioCDU1NSsSsjYbDwvgzAWO47KstUyx2Poslvp7JYakle4Xm5nF9rL14uTJk7h3715aOTAMA/fu3cO7776Lo0ePorKyMqvfUgaTS5cuoa2tLWOulpeXo6WlZVutb4yNgSkW86CUZllqNnJRVFUVbW1tuHr1Kjo6OhCNRh/pLpQ6SUhZiFJCQyKRyDt//6NYaZD1YguxYRg5fa9hGBgaGsIXX3yBe/fuYWpq6pGnD6lsGZIkpZ+JIAjQdX1F2WsW84UVRZEpFpuQvXv34sKFC4jH4+k+GxwcxODg4KLZzSilmJqaynIhrKurQ2Vl5bbq45XGYC2cy6ZpslSVW5zF1mJBEJY9TlLxBISQbZdtaC1iGHOlpqYGp0+fxq9//eu0ASSZTOLTTz/F6OgoampqUFBQkDZ4JZNJzM7OYmhoCAMDAxneGT6fD6dOnUJ1dfW2VQIZ6wdTLOax2CKxURulpmm4fv06Pvzww6wKqIBlQSovL0dpaSm8Xi/cbjdkWU6fsKQUIk3TcOfOHVy5cmXV2pZ6Jsu11Cx34zIMA/39/XjnnXdw//79rFOOVFB5Kr2hx+OB3W7PULRSytbo6Chef/31ZbUfWHys6Lq+7TbO7UBhYSF27tyZcdKnqiquXLmyqGKRqsI+X/G02+2ora3dFrUr5pNSkJcjHFFKs9YljuPWXTBZzCDEWD6LKQHs+W4+eJ7HqVOnEIvFcOHChfR+qKoq7t+/j87OznQMFSEEiqIgkUhkxc/4/X6cPHkShw4d2hRu34ytD1Ms5pE62p8vsOZT22A16ezsxMcff4yhoaGMRV2SJLS2tmL37t0oKSmBz+eD0+mEzWZb1K0jGo1iYmJiVduWqoOx3IC8xfJk55JZY3p6GhcuXEBbW1tGnwiCgLq6OuzduxeVlZUoKChIZyJZ7BTBNM0VHe0DD47A5wtW61U9nJEfhBAcOXIEV69eTSsWKbeBYDCYleEpEAigu7s7Y95VVFSgurp626USTsUbLUcZSK0D8xEEYd2f0VrEkT3OLJZudCVrWyphBlsbVx+3243nnnsOXq8XV69eRX9/f/q1VAziw0hluDt8+DD27NkDj8ezrU5jGRsHUyzmwfM8HA5HRqaFZDK5rMDilRAOh3Hjxg0MDw9nbJgOhwPPPvssDh48iLKyMnActyELQapK9XIVi3g8nmXptNvtj/wtiqKgq6sLt2/fzlAqJEnCgQMHcOrUKdTU1KxbnEPqJGS+YBUOh5mAs0mprq5GTU0N7t27l+6jYDCItrY2nDx5Mv0+0zQxPT2dkQ2K4zjU1NSgsrJy3du91qQSPixHsTAMIyvZxcPq5qwlG2X82a5IkpRlNFlJ/Jqu6yzuZg3xer04fPgwenp6MhSLlFFN07S0m7TD4UBRURHKy8tRU1OD2tpalJSUbNusXYyNYcMUC8MwoSg6bDbRSn02GobXa4fLLUHTDExNxuDz2eF0rcyynA+SJMHr9WJycjJ9LRaLIRQKrcj1J1+GhoYwODiYFUh+/PhxnDhxAgUFBTkLz6ZprvqmaxgGQqHQsir2AlZWnsXypD+KcDiM+/fvZwkyjY2NeOqpp1BXV5eXcJRvMaGFeDweSJKU0Z6pqal0VWdm+dlciKKII0eOoKurK8Nl4Nq1azh+/Hh67MTjcfT392cYFwoKClBbW7st3QSi0SgURVmWYKHrelZ6bpvNtu7Bn4lEAslkcl3vuZ3xeDwQBCFjjV5JPFoikcjayxirRywWw7lz59IxYYIgoLm5GcePH4fdbodhGOk4F1EUYbfb4Xa7NyxVLmP7s26KxdRkFHa7CKfL8vczdBORsAJJEsBxQCyqYmY6jn0HykEpEAwkEAkr2LW7ZL2aCFmWUVRUhK6urvQ1XdcRCAQQjUbXrXro6OhoRm54wFrsDx06BJ/Pl5fQquv6qp+4pAKfa2pq8v6soigIhUJZyk5FRcUjFbdIJIKBgYGMazabDc3NzaipqclLqaCULlo1Ox8KCwtht9szBKtkMomJiQkUFRWxALhNSKoSdyqFrGmaGB0dxdDQEOrq6gBYpxidnZ0ZbhtVVVWora3dlqmEw+EwEolE3mubaZqIx+NZrhYOh2PJ4oEPO2ldrgEkVbuGsToUFxdDFMWMfSMQCEBV1az0wrkQiUTW/dT/ccE0TfzqV7/C1atXoaoqBEFAS0sLXnnlFZSVlW3bNL+Mzc2a7JSGYaKvdxYXP+lDV+cUpiajuH1rDFevDGOgP4BkQkNX5zQmJiIwDBOEEDidEmIxy6rB8wQ2u4h4fH2PTx0OByoqKrKuj42NZeSzX2ui0WjWQlxeXr6sOgnxeDxLSVkpmqZheHh4WZ8dHx9fVKhfKtuOqqoIhUIZ17xeL0pKSvK2ulBKMTIyktdnFlJWVraoZfbOnTvs2H+T4nQ6cfDgwQylL5FI4Pbt2wAe1IoZHBxMv26z2VBdXb2talfMZ3p6ellKtqqqWa6agFVleakA95SrzUKWe+qQql3DWB1KSkoWTVO60LCTK8FgcMWGHMbidHR04Nq1a+kTIYfDgRdeeAGVlZVMqWBsGGuiWGiaidmZOASBQ3GxCx6vDbIsoKzcjZJSF0SJR0GRA7GYCtOw3EZ44UFTCAh4fv2tgzabLV3Rcj4jIyMYGBhYFz/eVLXshfdyu915LxSpeg8rFaIXoigK+vr6lhVP0NfXl7XJ8Dz/SItwKkh04XG63W7P24KWymTT0dGRX8MXUFRUhOLi4qw+uXnzJiKRCAtUnMfDaiWst188IQTHjx/PUEQVRUlnGEu5Qc13kyspKUF9ff22dRkYHx9HIBDIe7wmk0l0dnZmXCOEwOv1Llml+WFFxSYnJ/Nuh2maGB8fx9TUVF6fYzycioqKRd3+2tralvV9Y2Njq27cYljcvXs3wwjpcrnQ0NDAXHEZG8qaSO+SxKOhsQiSxGNgIABVNSBJPJxOCXa7CJ7nYLMJoBSg2DwCGMdx8Pv9WSkok8kkbt68mZXXfi2Yn/N7PsvJqhGJRNDZ2Zll6V8ppmlicnIS3d3deX0uHo/j/v37We4TjY2NS7pPLPZMlpsKuK2tLSOOZjmk/FgXxpmEw2G8++677NRiHg+rvBuNRrOC+Nea4uJi7Ny5M/1vSikCgQAGBgYQjUYzxjQhBJWVlaitrV3XNq4n8XgcPT09WbESj8I0TUxNTeH+/fsZ1z0eTzqBwqNIpcZeSHd3d95r3OTkJAYGBlYcM8V4gNPpRH19fcapBaUU169fz/vkIRgMYnh4mLmqrRHT09MZc0ZVVXY6xNhw1kSxSCY1jI+FMTERRTymwjBMeH02dHdNo6tjGjPTMXS0T6G/dxa9PbOYnoqivW0CA/0BDPQFMDUVRXvbOAb6ZzE6sr5H3H6/H3v37s0ShPr6+nDx4sU1d4kihMBms2UdRacCg3NF13X09vbi0qVLa5KpKBgM4uLFi3kJ0Ddv3sTQ0FCWMHno0KF0ru3FIIRAEIQsK1okEsnbBSISieDNN99cFYG2tbUVpaWlGe2mlOKLL77A559/zjJEzUEISWfRms9GCIQ8z+PEiRMZfZayvkcikQw3KK/Xi7q6OrhcrnVt43qTmpe5jtd4PI5PPvkky13T7/ejsbFxSWupJElpP/75XL16FclkMmflQtM03Lt3b8Wnj4xMOI5Da2tr1nobDAbx0Ucf5fw9lFK0t7cvS2Fk5IbT6cyYb8FgED/4wQ9w/fp1zMzMLJrancFYa9bECc9mE9Gwowg1tQUQeA6ixMPllFBV7YMocOAFDocOV2LfgXKIIg+eJzhxqg6GSSFJPDhC8NQzjaCgkKT19RMURRGNjY3Ys2cPbt26lb5uGAauXbsGRVHw0ksvoaamJq94h1QQOKUUJSWPDkj3+/1wu90ZQtfo6CgGBwdRVFS0ZA0GXdfR2dmJ119/PS9LZD5omoa2tja8++67eOmll5YMVu7s7MSnn36alV2kuLgYra2tS7p5ORwOlJWVZViUg8Eg+vv70dramlPwaSgUwg9/+EOMjo4u+d5ccLvdOHbsGMbHxzOO+lVVxWuvvYZYLIbnn38+bzeaWCyGcDgMj8ez7hl21gJCCIqLi+FyuRAIBNLX79+/j+Hh4WW5+a2EXbt2we/3p91nFEVBR0cHHA5Hhp9/WVkZduzYse3dCgKBAN5++2243W7U1dUtGev06aef4tq1axnXbTYb6uvrUVVVteT9CCGora3NikcKBAJ4/fXX8e1vf3vJZ67rOm7cuIHz588zC+0asGvXLlRWVmak0NZ1HRcuXEBlZSUOHTq05Hd0dnbi4sWLK8ooxXg0+/btyzAe6rqO+/fvo7+/H4IgPFRGmZ9+1u/3o7q6Gnv27EFpaSmLzWCsmDUZQRxHIEk8JMkSNgkh4Dg+HUdhuftwmH8YztszJ4Bd2JgMLIQQlJWV4cknn8TIyAimp6fTr2mahtu3b6O/vx+HDx/G4cOHUVVVtaigTylFLBZDX18furu70dnZiVgshhdeeGFJxaKyshJFRUUZ9zZNE6+//jrcbjeam5sXnfyUUkQiEXz22Wf48MMPEQ6H19RaEYlE8MEHH2B2dhbPP/88ysrKst6jqipu3LiB9957DyMjI1ntefnll3NKW5sSeuYrFqnj+cLCQpw5c+ah6UB1Xcfdu3dx7tw5jI2NrdpJAiEknT/80qVLGYpgIpHAW2+9hRs3buDpp5/Grl27HhrUqmkaZmZm0Nvbi87OTvT09KCiogJf+cpXVqRYpCoSJ5NJhEKhRd0RotFoWti32WxrVhulpqYGPp8vQ7FQVRU//vGP8Z3vfAe7d+9et0xakiTh2LFjeOONNwBYRoPx8fGMbHCiKKKysnLRZA7bDUop+vr68IMf/AAvvvgiDh48mOXOlFpbXn/9dXzxxRdZ8TGVlZU4ceJEzn24f/9+fPLJJxknjpRSXLx4Ebqu46tf/eqi7pGU0nShzEuXLq1p0HYqHktRFAQCgUUzG0UiEQQCAXi93nTsyFrMH9M0oapqei4vXMMMw8DU1BRsNhtkWV6VAqAvvvgihoaGMp5xOBzG3/zN32BiYgJPP/30om5v8XgcN27cwIcffojR0dE124NS/ZNMJjE7O7to8H84HEYwGITH40kX/ttOhoLW1lYcOXIEn3/+efpaKmNbLhBCMDAwgBs3buDtt9/Gzp078aUvfQmVlZXbMgseY31YM9V0scm7VSY0x3HYs2cPotEozp07lxGjYBgGAoEAPvzwQ5w/fx4ulwsFBQXpnNCapiEej2N6ehqxWAymaaYFPI/Hk5NQW1VVhaamJgwNDWUsENPT0/iTP/kT7NmzB7t370ZxcXG6lsLs7GxagZlvZSovL0d9fT26u7tXHFcAWLEF1dXViEajmJqaQiwWw8WLF3H9+nVUVlaiuroabrcblFLMzs6it7cXk5OTWYIIIQSHDh1Kn1YsNTY8Hg/27NmD69evZ5wORCIRnDt3Drdv305X3nY4HNA0DeFwGIODg7h37x6mpqbS1lFBEPDUU0+hp6cnoxDacp/HK6+8gkgkgrt372ZYYFVVxeDgIH70ox9BEAT4fD74fL60ApRMJtMbX6qybWq8+P3+nMYKpRSjo6N46623kEwm0wUdU39P1dVIffdCPvnkE1y8eDG94YqiCJvNlv5jt9ths9lw9OhR7Nu3b9lzuK6uDvX19RgdHc1QwFJjura2Fjt27Egrmal5FI1GEQ6HEY1G0djYiG9961vLuv98UkHc7777btq9MBKJZJxQFhcXo7m5eVtvrpWVlbDZbBgdHUUikcDY2Bh++MMf4vXXX8eOHTvg9/vhcDjSr7W3t0NV1axxVFhYiGPHjqGioiLn8eH1enHkyJF0Ku8Umqbhs88+w40bN9DQ0ICqqirY7Xbouo5wOIyRkREMDw9DUZR0O6qrq1FUVISBgYEMxTUXDMNAf38/Pvroo4x5k/p7anykhNiFvP3223j33Xcz5k9qzqTmj9vtxtGjR9HS0vLItkxNTaWrJ89vRyKRSP/e1Fxe2JZwOIw//uM/Tj9/QRAy5nHqT3NzM44cOQK32/3IthBC0NTUhGPHjuHjjz/OcMMNh8M4d+4czp8/j+bmZvj9fthsNsTjcUxNTaG/vx/BYDDdxtLSUpSWlmJ4eDjvIO6US+/HH3/80PUNeHj/vPHGG/j1r3+d7h9JkjL6xm63w+Px4NixY2hubs6rbRsNpRQcx+Gb3/wmZFnG+fPnl/UdhmHAMAxomoYbN26gp6cH3/nOd9Da2poussdg5AM781qE1AZx7Ngx8DyPt99+G1NTUxkbaipwOBgMrrq7ESEEJ06cwPj4OG7evJkhlKdOAG7cuLHkd5SUlOD5559HfX09ksnkqigWhBCUlpbiK1/5Cn74wx8iFAqBUop4PI6urq4Mq+/D4DgOO3bswNe+9jV4PJ6cF666ujo8/fTTeOONNzKEU13X0dPTg56eniW/QxRFnD17Fl/72tfw9ttvr1ixIITA4XDgd3/3d/GTn/wEt27dyrJsphbuiYkJTExMrOh+ixEMBnHlypVlfXZhALyqqouebJSVlWHfvn3LbiPHcThz5gzGxsbQ0dGRcU/DMNDb2/vI5AiCIKzq6YHX68XBgwdx6dIlAJmCSerUsqmpaVtvqo2NjTh9+jQuXLiAy5cvI5lMwjAMzM7O5iwAejwenDhxAqdOncrrWRFC8Oyzz2JkZAQ3b97MmM+maSIWi+HOnTu4c+fOI7+jsLAQZ8+eRUFBAUKhUN6KRarS+lrOH1mWUVVVtaRiEYlE0N7evuyYkfn7hKZpD60d0drauqRiAVhz9utf/zoCgQBu3bqVYTQxDAPBYBCXL19+6OcJIfD5fHj++edRUFCAc+fO5a1YpNbNq1ev5vW5FIv1z0LXOafTiZqami2lWJimiUQigevXr+PChQsZsWGWh8jSBpHFjE2pTJJ//dd/jT/4gz9Ac3Mzq8nEyBumWDyElHXj+PHj8Pv9eO+999Dd3Y1kMrksVxpCCGRZzsl/kRCCoqIifOlLX4JhGGhvb09btHNBFEVUVFTgpZdewqFDhxCPx1FeXp53mxcjtaDt3LkTv/M7v4PXXnsNExMTOQVxp57prl278I1vfCMr8HmpzzocDhw7dgzJZBIXLlxInwjlAsdxcDgcePrpp/Hyyy8DAJqbm/HWW2+t+Kh+vnJx4cIFfPDBBwiFQsuuNisIAiRJ2lYLOiEE5eXl+PKXvwzTNNHX17dh1XhTyQCOHz+OK1euZI0ht9uNhoaGbRHf8jAkSUJ5eTkqKyvx1a9+FZIk4erVqxmnnY+C53kUFBTgzJkzePbZZ5c1VgVBwLe//W0IgoBbt24hFovlPBcFQUBpaSmeeeYZHD16FIFAICdhmZEfoijie9/7Hn7605/i2rVrSCQSOfWRIAgoKSnBs88+iyNHjiAajW77JAjrhWEYGBgYwM9//vOMtO+yLMNut6OwsBB+v3/RtM4pZULTtLQbbCQSQTKZzNjDo9EoPvjgA1RUVORl/GMwAKZYLAnHcWhubkZlZSXa2tpw6dIljI2NpSeiYRjpI2oA6SNXjuMgCEJaSCwqKsLBgweXtFrNp7KyEq+++iouXLiA69evp4VVXdfTR+Kpe/E8D1EU4XQ60dLSgqeffjqtTNjtdlRXV6OqqiotzC3MJpErKf9NURSxe/duFBUV4fz587h79y7i8Tg0TUu3L/X8Us/A5/Ph2LFjOH78+LKrmHu9XrzwwgsoLy/HhQsXMD4+DlVVoWlaRj+knokgCJBlGRUVFXjhhRfSFhhKKSoqKlBTU5O27BUUFKxoAeV5Hk8//TT279+PTz/9FDdu3EA0Gk0/k9RYSTG/71L9Z7fbUVtbi6NHj8Lv9+d0X0mSlozbWSmrJWQ3NTXhd3/3d/HRRx/h7t27iEQiWfNo/hxK9aHNZltVwYTjONTU1KCmpgb9/f0Zr/n9/oyUtNsBnufh8XjS46SkpATl5eXgOA4ejwevvPIK6urq8Mknn2B8fByKoqT7BXiQBjvlKlddXY1nn30Wu3btWlG7nE4nvvvd72LHjh349NNPMT09nV7j5lub569xDocDjY2NOHv2LOrr69OW8YqKioysfU6nc0nLbSoL31rOn1SQ7FKIooiCgoI1bYvX681bCZQkCa+++iqamprw4YcfYmZmJt1Hi40Ph8OBHTt24OzZs2hoaEj3XXl5OaamptJrtMvlWnK9TWWUW8tn4nA4lqyHxPN8uiDrfJZKrfwoZFnO+r6l+odSiv7+fvzVX/1Vxlj3+Xw4ffo0Tpw4sWSByvkYhoGxsTFcuHAB165dyzjNaWtrw8zMDNxuN1MsGHlBKMtFlhe6rmN8fBz9/f0YGRnBzMxMWniklEIURUiSBK/Xi8LCQpSVlaGmpgalpaUrskDPzMygs7MT/f396fgNXdchCAJcLheKiopQXV2NpqYmlJaWrtrvvXLlCn7wgx9kWDNqamrwL/7Fv0j/2zAMTE5Oor29HQMDA+lAOquiuhMlJSVoaGjAzp074fV6V22Rikaj6eD4VEVvVVXBcRxsNht8Ph/Ky8vR1NSE2tradc12QSmFoijo6enB4OAgxsfHEQqFkEgkYBgGOI5Lb8I+nw9+vz8jRmU7+/anmJycRFdXFwYHBzE9PY1EIgFVVSFJUtr/2efzoaysDOXl5SgtLV1V5UJRFLz//vt4/fXX09dEUcTx48fx27/929vqxChXFEVJuzSOjY0hHA5D07S0YaCqqgo7d+5EfX39qj8fVVXR2dmJvr4+jI6OIhaLpdPPpiyxVVVVaUPP49g/GwmlFKqqplPITkxMIBwOwzAMyLKMgoKC9PioqqratkUlN5JYLIY/+7M/y3AnTZ2WHzx4cNnfG4/H8Td/8ze4fv16hkvdt771LZw+fXrFyQAYjxfsxCJPBEFAVVVVTmkVV5OioiI8+eSTePLJJ9f1voux0FUiZY1aLXerXHG5XNi7dy/27t27rvfNhZQldM+ePdizZ89GN2dTUlJSgpKSEpw8eXLd75068VtYPNLn82HXrl2PrdAqyzJaW1vR2tq67veWJGnD7s1YmpQ774EDB3DgwIGNbs5jyd27dzE6OpqxB+/fvx/79+9f0fc6HA40NDSgs7MzI2Z0ZmaG1WNi5M32N4syGAzGIgQCgYwkCKl6G01NTRvYKgaDwVicrq6urKD8w4cPr4oXgMvlyjplyqdgJYORgikWDAbjsUPXdVy/fj0jR7/T6URjY2NOdVUYDAZjvUlV057PYvWjloNhGFlKBCuWx1gOTLFgMBiPFZRShMPhdKrZFIWFhZvSrY7BYDAApGM557Ma8XiptMsLT0O8Xu9jEe/HWF3YiGEwGI8Vpmni8uXLGTVFZFlOF2RjMBiMzchiKWSnp6dX/L0zMzPo7e3NUCwIISxJAmNZMMWCwWA8VnR3d+Pjjz/OuFZUVIQjR44w6xyDwdi0+P3+rDiIK1eu5FRHajEopZiZmcEnn3yCwcHBjEBtv9+PiooKplgw8obtogwG47EglSrz3LlzGRWaU9m76uvrN7B1jwfGSAjJdztgTEQ2VVAoTWpQrw9D+aQX1GBZcBibk6ampqyaG9evX8cXX3yRleHuUVBKEYlEcP/+fbz//vu4dOkSIpFI+nWO43D06FFWw4KxLFhkDoPB2BaYponBwUHEYjHIsgye50EIgaqqiEQiGB8fx61btzA4OJj+TKpQ3smTJx8Ly5wZV6FdH4HWPpn1GueRIT/dCL5k7Sok6z0ziP/XG3D67JCKncBCoYVSUN2EMRSE0FC0Zu1YCI1rUM73wBgLQzpWA/BbyOa2Qc8sJyiFMRkFkQVwvkcXoWMsTVNTE6qrqxGJRNLFCWOxGM6dO4eRkRHU19fD7/fD6XSm10BKKQzDgKZpSCQS6YrbY2Nj6O3txejoaLpwborm5mYcPnwYsixvxM9kbHGYYsFgMLYFuq7jypUr6OzshCzL6YwmmqYhHA5jZmYmvRkDlg+x3+/HM888s+41WDYKGteQ/KALyvkeCDv8IM4Hha/4Yiek47Vren++tgD2b+yFUOkFkG0JpRQwBgKI/+wWPP/Ds2valvkQuwjpyTrQqAJwW8tCu1HPLBfMsALlo27w9YWQj63t2Hoc8Hq9OHv2LAKBAEZGRtKnfuFwGB9//DFu3boFv98Pl8sFm82WVix0XYemaYjH42nFIh6PZ50aEkLQ1NSEF154ASUlJcw1lLEsmGLBYDC2DcFgMONE4lEUFhbi+eeffywLsgnNxXC8ehB85YPUukTkwZe61/a+tQUQagse/gaTQrk0CO322Jq2YyHELkJ+cosKvhv0zHLBGApCvTwE2cks36vFrl278PLLL+P999/HwMBAOi6CUopAIJDh5pkPbrcbe/bswZNPPomGhgZWOZ2xbJhiwWAwHisIIWhsbMTp06dx4MCBx3ID5VwyhJoCCPWFD32PMR5G8sMeGENBy6J/xMqYpXdMwfn9IzBn40i+0wHilmH/yu705/TeGSif9kPY6U9bqZUvBqB+PgAas1wuHH/nEIS6zHsn3umAfm8Cyqd9MCejCP/b9wEAxC1DPtsAcU8ZtNtjUG+NwvZ0Y0bbzUAcyfe7wHlskJ6sBeex5fQczKiCxM9uwxix/NP5+kI4v3so4z1a5xT0tnFwZW6YgQT0jimAAnxDIeQTdeCKnaBRFfG/vg5hVwnkJ2tBZGtrpaYJvWMaybfvw/6NVgh1hZbb0nAQ6sV+GKNhQOQg7CqB9EQ1eL/zQdvCSajXR6C3T8AMKyASD77cA+lkHfgKDwjPLfnMhJ0l0G6OwBgKgfPZod2fhHSwAsQlQ70yBCILkJ/aAaHGBxACM65CvTwE/e44zKgCrtAB+VQ9hJ3FIDwHmtSRePMeOJcMzu+E+sUAzJgKvsQF8XAVxD2lIBxnjYGL/dCuj0C9PQozlIR2axQAIOwuhe3pHeAKHDn1ESMTURRx8OBBuFwu3LlzB7dv38bkZLZrYy5wHIfCwkLU19dj586d2LlzJ4qKih4Lt1DG2sEUCwaDsS0ghKCiogJVVVWIRCJIJpPQNA2EEEiSBI/Hg9LSUjQ2NqKxsRF1dXVsA30IZkxF7M8uQb0zDnFXCUApEr+4CzMYB41rlmIRVaB81AOu1JWhWBhjESgfdAGUphULzmcHX+mFemkQymf9kF9ozlIsiMiDuGTAMAGBAymwfPI5p2QJ6hyBGZm7p13MUCy0jikk3myH7ZlGECF39w3Cc+AqPNb3nu8B1zebpVgYIyEkzt0DAPBlHhC3DDOYgHp1CHQ2Dvs3WkFsIrS7Y9DuTUDaX5FWLKCZSL59H8kPu+F49aClaPTOIPbnl2EGEhBqvKBBHYn2uzCGQrD/Riv4IieoYSL5TqfVpiIHiEuCGUpC75uFuLcMqPDk9sxUHdqdMSTf6YR8vBZ6zwy068Pg6wsBzYQ+EAB4Au7rrSASj8TP70D5uAd8iQvELVuK3NUhuP7JaYh7SkE1A8pHPTCnY+ArveAKHaC6CeXTfmj3JuD8u0chtpQAHAGxiYDIARQgTimjbWAuNiuC53ns2rUL5eXlaGlpwejoKIaGhjA7O4tgMIh4PA5N06DrOgBLgZAkCTabDU6nEz6fD4WFhSgtLUVJSQlKSkpQVFT0WBpZGKsPUywYj6ShoQHf//73M9LQORzM0sTYfPA8j6NHj6KpqQmKokDTNBiGAUIIeJ6HzWaDx+NBUVERZFl+rLOdqDdHEfl3H2XEWEhPVMP2QjO4QgfULwaQ/KgHzt87Cvl0PYjAQbs7jvC/fR98tS/v+wnNxRDqC63veYjLjnS0BuL+cmj3JoCRIJy/c9h6gRAQWQDhOQgNRRDqC6HeGoX8XBP4YheoYUK7Ow7CcZZl3Z6HcGQTYHu2CUZLCYzBAMxAYtG3mYEEuGIn5OebIDYXgyZ1RP/0cyifD0A6VQ+xuRjymR2I/fllGCNBEK8MEAIaV6F83Av5aA34EhfMYBLJdzqg983C9fePQ9xZAqroSLzRDuVCD4SGQvDPNoEmrCxVEDnYv74HfJUXNKnDnIlbz38uDmSpZ0YTKmBQEImHdLwGfF0h4j+6BqFFhOO3WxH7y6vQe2ZghpMwR0JIvnkP0vFa2F7eBc5ngzERRfhfvYPEf70B8X980fpu3YAxEYHtq7shn64HOA7qZ/1I/OwWtJsjEFtKwFd4YXvJCYgcjMEg5FP1sL20c24w8CA2ptCvBl6vFx6PB01NTQgGg4jFYkgmk1BVFYZhpPft1BooiiIkSYLdbofT6YTT6YQkSY/1WshYfZhiwXgkRUVFKCraZJlGGIxF4DgOxcXFKC4u3uimbHqIzIP47OC8D1yGiEsCeEvAUK8Ng3NKkJ9qSMdhSB5bRkxGXvfjCCALgMQ/NMk555JAJd6ywvPcou5MfJkL0sEKJH7ZBu3OOPhnGmGMhKDfm4TQWAShvig709Sj2kUIIFjW9aVOOsR9FZabk81SXISdxUi+0wEat2oIyGcaEP/RNSif9EFo9AOSAPXGCIypKGwv77JcjUIJaNeGITQUQT5Zb50qUEA6WAH1Yh/07mnQp3aASAL4UjeUi31QLvRCfqYR4s7irPiUpZ4ZndOTuAIHhJ0lgMiDK3WBr/JCaPKDK3bCnI4Big712jCoYkA+3QCh2Q/CceBLPRD3V0A53w2qPkh8wHltsH9ld3r8mLtKAJcEY8JKWUokHkTiwdlFgOdA7GLO7mmM/CCEQJZllJaW/v/Ze+s4OdL7QP8paMaZHuYZjUYaMa6WGbzeXTPFTmKHc4nDubskB7lL7nJ3v+SSXOLYAdtxYohpba+9ay/zasWMw4w9zVj4+6NHs2r1SBoSbj3+aGVVF7xV9db7vl++1k2xsACuZ8HCNAsZC0wDQSpupmnoaLExjGwCW6gJ0ekD00QND6LnEtgqWpBc/mvUcAsLC4vrG7k1hPsjm4qsD4JTnrNgGJMphKALwWV7R5spi4jVXozp9GXObl6xGhWCXUbuqETwO1APj+K4rRnt9BRGNIPjnlbE8itjTRVcNsRy15xQARSEAt2EWa2wWOXFvrOR3Cu9uD+xFUGWyD3bhbwqhG19YdFnKjr6SBxtKEb0178/dy4jnkMfimJP5kHVERw23B/eiFjuQtk7hLJ/GKkhgPOxThy3NC3OKgNgExEcUsFFyTXrJiUIBcvH7KvSp9Po0ymS//dVhPOCrfXBCEYsh5lWZl3SRIQyd7FQKokIsoSp6hde2cLC4l3GdSlYmLpKfugY6ePPIpc34GzejqPxvMwtgoCp5lFGT4Oh42jchDLVR65vL1KwBltFyzVru4WFhcX1juCUEcvdF69Z4ZRB0+cWnVDIOkNOK933AiHCzOuY8+33ztUX3+DzkJrLsG2qQzk4jHJ8HPX0JILfURA4FhFfsbiLiggX1LYQEIqejyAKOB5ZQ+7FbtQTE8irK1D2D+H5+VveEQQEAcFtR6rw4LinreQytnXVIIsggNQQwPWBDdhvb0HrDpN/uYfU37wJv3knjttaEOyLdCc6JyAKzPsKBJuEGHRh39GIWNQv2mbbbSsIUgKI813bpOh5WFhYvDu5PgULTUWd7MJesxpXx10IdjfK+FnSJ15ADlbjWnM3otMLkoShZNGS02ROPk9+5CSu1beDvrTy9hYWFhYWhbSwyu4BjHC6YAUQwMxpaL0zc4tOQRLBKWPE85iqjmAraKz1ySTGVGrJ1xbsEmb+4ppvwWPHtr4a9eAwuR+fxohkkddWITVfPMPVclmod5V9Uy1SU5D8y93oE0nQTZwPd8z9LnrsyO0hTFXH+ejaEsuDIIvvFOcTBES/E9HvRG4MYttQQ+w3f4B6eAz7toYiweJyz2whyKtCKHuHsG2rx769oaRIoOC0zWX1WvADkUXALASXW1hYvCu4LgULwebA0bKD5L5vo8Unca25i1z/QQTZjhafInPqZdzrHkAQCwOr5A5iq1qN6ArgXHUromtpfsAWFhYW7wb0qRTKvqFCVqBZBJcNW2cVot+J85E1ZJ86SfIvXsP98c0ITpnsM2eKLBGC14HcWUX2yeOk/3k/to01aF1hcs+d5QJTB0Zew0wrGLEspqZjTKXRw+lChiCn/I67lSggr64g91I3mW8U0rdiglTvR6qZzYQkCMirK5Faysk914XcHsLWWYXgWuR0ZpqYhllo13QKI6Ni5jT08UQhi5HLhmBbnFVAcNpwPNBB9ttH0McShdS3le9o/8WQG8d71pL+3FukPr8bx91tCC4ZfTyJGcti296AfWMt2nCM/Cs9IEvIrWUIUiHo3YhlkRoDCLbzFv2XeGaLcZly3LuK/FsDZP7lIPpUCrm1vCBM9oQRXTZcH9+8qGcBBfcwwWUn92ovgs+B4HMUBKXmssW7c1lYWNwQXJeCBYKIrbKVwH2/jDJ+huTurxdcnMqbkHyVyGXFVXIFyYbocGNqAUSnryQmw8LCwsLiHdTj42g94blgbQC5PoD/jx9GXOdEagjg+4P7yHx5P8n/9TJCwInj3lXYdza+E6Drc+B6tBNjJkP2qZNkv3cceXUl9jtbC7Uezl2rK0z6H/egHBnFzKiYqTyJ//VSwR3L56TsCx9Cqp2NiZMEnI91ovWESX/1EKaqI7eW4/mlXXOCBYAYcmHbUEPupW6kGh+2tVWLzmxjqjrZH50m9YXdoBmYiRymYTLzqW8g2CWcj6/D99k7Fv1sXe9ZQ+af96EcHCH41+8vBK6fwy7huL0FwSaS/d4Jkv/nFUzNKNSLuLWpIGhRcFUzE3lyr/RgxLIIsohY4cH909tx3LOqEAh/jks8M9uahScyECs8+H7/HrLfP0Hu+yfQp9MIDgmpPoDrI5tYigubbU0Vrg9uIPvdYyT+98sIsoTrfesQP7oZyRIsLCxuSgTzSkXZLQNDyZE5/hz5keMA2OvXI9idZE6+hKN2LfbGDejxSdLHfoKtahW+XR9Hi4ygp6M4225B9ltZYSwsLCwuxDSMwuI+WxoDIUhCQas8q6U3NR0zrRbcnGYXx4k/exl9LE7oG59653xZDfIapmkiyFIh85OmI8gSgsuGqeqYaQVTnccdRizUuJiLXzDBpGBFMPM6mCaCLCK47SUxBbkXukh/eT+uJ9bh+sSW4gX8Qp6FaWLmNMyUUvqjMBuH4nVg5jXMrFpIeXveYtjMFiwcgtdeZNkwDRMzmsU0TcSAs8TqYZpmQZDJFp4tZuHZY5cLAfSSWDhHVi08V8OcfT9iwSpjl4vv9RLPDFnEzKmgGYV6F5qBmVMLWZucNoy0AoZZsM7Is9fNzV53Np5CmM3qhF0qXCuVB5Oi4O1zfQVJQPQ6itumarP3asw+VxuCS0awallYWNyUXJeChWmaoCuYSg5kG4JUGMxNTSkEkUn2WTO2CoI4+2+DwmgnIQjWgGVhYWGxkphZlfh/eRZ9LDEnWFzV6583VZmJPOmv7Ec7M4X3s3dgW19z1dtjYWFhYVHKdekzJAgCpmQvpMUrbCj8IMpzvwMInG9KtYQJCwsLi5sW3SzUrDgzhXp8nPzbQ7g+sL4QU2BhYWFhcV1wXQoWwLz+slZ1SAsLC4trhFAI2D7fBeZqYqo6yqFR0n//NmKZC/eHN+B8Yl1JGlgLCwsLi2vHdekKZWFhYWFhYWFhYWFxY2GpeiwsLCwsLCwsLCwslo0lWFhYWFhYWFhYWFhYLBtLsLCwsLCwsLCwsLCwWDaWYGFhYWFhYWFhYWFhsWwswcLCwsLCwsLCwsLCYtlYgoWFhYWFhYWFhYWFxbK5butYWCwO0zRI5WMMR0+SVqKIgkSZu5a6QAdOm/daN8/CwsLCwsLiCpJT0xwbexFdV+e2iaJEta+NltDma9iyhWOaJhklwVD0OKl8FEEQCLpqqA+uwWXzXevmWSwAS7C4CTBNk7yW4c3ef2PvwPeIZMaQRJmG4Hruaf8UWxsfRRKtV21hsRLo2THU2BFsgQ1I7qZr3RwLCwsLAFL5CN/Y/5/Jqom5bXbJxV3tn7whBAvTNNEMld1932Z3/7eZSY8gChJ1gTXc1f5Jbml+v7WWuQGw3tBNgUk4PcxLZ79EMj8zt7Vneh9O2cOqyh2UuWuvYfssLG4etFQ3md7P427/rCVYWFhYWKwg8ewkz5/5exK58Ny2vvAhZNFGR9UuQp6Ga9g6i4VgCRY3AYZpMJ0cKhIqCtt1ErlpZtKjlmBhYXG1MHXy4TfRYkcxDQXZuwp71f2ItgCmoaAlu1Gj+zGUCIJoR/avx1a2A9HmQ5l5G0OJIQgCWrIbMLEFtyKXbUWULZdGCwuLm5vp1FCRUAFgYpDMzxBODVuCxQ2AJVjcJAjCxbYLiIIVo389k1fTJPMzaLqKLNnxOUM4ZPe1bpbFEslPv06m7++R3M0gyOTGTqJnhnC3fxYMFSM3ipY4iyA50JUoauwwppHHWfMelPCb5MZ+hC24BdEWRM9Posy8jafjd7CVbUcQpGt9ezclmqESz06ianlEUcbrCOK2B651syws3nVcbC0D1lrmRsESLG4CREGk0tuMzxEqslpIoo1yTwMhT+M1bJ3F5RiMnuCt3m+RVZOEPA3c2vohmss3XutmWSwB09RJ9/wNkqcNz+rfRpDc5KdeJN31f7FXPYDsW4sc2ITkaUd0VKFnBkj3/A3qzB6cNY8UzqGnsQW34qx/H0Z+hvjhX0eLHUX2r0eQPdf4Dm9OEtlpnjnxt6TyETyOIFsb3sOm+geudbMsLN51VHqb8TsriqwWoiBT7q6j0tdy7RpmsWAsweKmQCDkaeDBtb/Inv4niWTGsEkO2ip2cHvrR/A5y691Ay0ugqLlGIwcY//QD9ENlfrAWtbV3HWtm2WxRIz8DGr0IJ7230R01iAgYA/dQUb8HGpkP7K/E1PPoUy/hp4ZwtTiaInTCLIXTBMA2bu6YLGwhxBt5Yj2CgxlBow8YAkWK41uaEwl+9k3+ANUPUfAVU1DsPNaN8vC4l1JwFnFI53/jrd6v8VMZgRJtNEa2sJd7Z/E76y41s2zWACWYHETIAgCDtnNnas+QVPZRtJKDEmUqfA2UetvR7TcJ65bkvkwE4ledEO9/M4W1z2mngZDRbQFCxsEAQQJQfZgagmM7BiZns9hGgq28lvAUNHSA2AaQEGwEGQfwjlXuNnjTVOf3cdipVH1HEPRE6h67lo3xcLiXY0gCEiijdvbPkp9cC2pfCF1fsjTQF2gw1rL3CBYgsVNgiCIeB3lrKu1tN03ErHMJOPx7mvdDIsVQrRXIEhu9OwIcnBTwQphqhj5mYLrU3YUJfwm3s4/wlH9CEZuAjWyt/gkgohVu/Tqkdcy9IYPXetmWFhYUBAu3PYAnTV3XuumWCwRa/aysLhGmKZJLDvORKL3WjfFYrGYJqYSQ89Nzv0x9SyC7MFZ9z6yg/+KnupBz0+SHf4WiDbslXcBAqapYZo6ppFDmdmNMvP2tb6bdy2maZJTk/TPHL7WTbGwsLC4KbAsFhYW14icmmQyOUBGiV3rplgsEkNLkDr9PxF6/25um2/df8ZeeS+e1b9FqusviR/5HTA1REcl3rV/gOisAyQc1Q+T6f4bsgNfQfa2YwtusbI9XSN0U2Mi2UciN32tm2JhYWFxU2AJFhYW14hELsxYvAtz1rfe4sbAFtxCYOvfYWrJou2yrwMEG5K7Ge+af4+emwBTR7SXIbmbEQQR0VGJp/030Os/BBiI9hAIMmAAIq6mT2LqOSRX3dx5fev+K4LkQrBZ6U9XGlXP0Rc+hGnFr1hYWFisCJZgYWFxjYjnphmLnb3WzbBYJKItgBjcdMl9JHcjkrs0zbMgykiuWiTX/AUrJVd9yTbZ17G0hlpcFlXP0zN94Fo3w8LCwuKm4boULExMVD1H7/RBuqb2MhbvIpadQNVySKKM11FOta+V1oqtrK7aRZm7FoGLVlW5oqh6nsHIcbqm9jAWP0s0M05OTWGaJg7Zjd9VSYW3iYZgJy3lm6n2t1lFXq4yqXyE4ehJxuJdjMd7iGTGyKlJcmoaURRxSB4cNg8BVxW1/nbqg2tpKtuAzxm6Iu0xMVG0LOOJbqZS/VfkGsslnY/RM72fvplDTCb7iWUnUdQ0COCQvZS5aqgJtNMW2kZbxdZ3fTExE5PR2BnOTr7NUPQE4dQQWSWJIIDL5ifkbaS5bCMd1bdRH1xzxcYr3dCIZMYYihxnPN7NZLKfRD5MTkmiGnlk0YZd8uC2+yj31FPrb6epfCN1gY5rWpRR0bL0hA/QNbmHiUQ3sewUipZFEAScspeAu5oqbzMNZetoKd9EuadhWeOoiYlh6kwnBxiKHl/BO1l5oplxeqYP0D9zhKlkH8n8DIqWwyY5cNl8+J0VNJVvoDW0lZbyzciS/Yq1xTANYpkJzky+xWDkODPpIRK5CJqeQxAk3HY/5e466oJraK/cSUOw85r2q8L8fGx2HXGWSHqcvHb+/FxFpbeRhuA6WkKbqPKt3PysGxq94YMMRY4zkewlkh4lq6RQ9AymaWKXXThkDz5HOSFvA5XeJuqDndT6V+O0rWBaaUGYd7xJ5ML0hw/TFz7EeLKXZG6KvJpBkmy4bD689nLqg2toCW2hvXIndsmFcPHqdTctJibx7BTdU3vpCx9iMtlHMjeDbmjYJAcBVzV1gdWsrtpVeE6y64quR3VDZzh2kqHIMcbiPYRTg2SUBHktg2Hq2CUnDtmDxxEk5Cn0q7rAGuqDa67aPC2YpnlV/TD+Zc/vc2Zy99y/awOr+fnb/hqvowwoVEA9NvoiL575IpPJPlQ9h2aoGIY26zJSqL4oiba5l7q98b3c3vbRFSn1Phbr4ukTf03/zJG5bbe1fpiH1v4yLrtvbptuqBwbe4nXu7/GaOwsOS2NbqjohoZJwawuICKKEpIgI0t2HJKbpvINPNL5q6yq3LGodnVP7eMHx/6cSHp0wceIgsjm+of42PY/XtS1LsQ0TQYiR/nHN3+taLvT5mFn8/t47/rfWNb5zyenpvnca59h5oL7bAlt4qe2/yl+V+WCzpPIhTkz+RbHR1+mf+YwWTWJZqjohoJu6JimMfueCoOuIIiIgoQs2pAlOwFnFetq72ZXywdpKOtc8kBhmiZ5Lc14oofxePescNPFVGqQVD5CRokX7S8JMm57AJvkXPA1ZNHG3at/mofW/tKS2ng+06kh3ur9FkdGniOZC6MYeXRDxTD0kn4tizZskpMydy3bmx5nV/MHKPfUXeYKNxZv9z/Jj47/JeeGyaC7hic2/Dbrau+e22cwcowXz36Jnql9ZNQkmp5HN7U59xpBEJEEeXYh6Kejahf3dXyGltDmFWmjaRpMpQY4MvI8p8ZfZzzRjaYrs/1dxTDP9Xez0I8FARERUZRn+7uDal8b2xofZWfzE/icFcueGM9Ovs1zp/++KOPZY+t/g1taPoBdds1t03SFfYM/4LWerzGTGkHRs7PjfWl/k0QbNtGO0+ZlbfUd3L/m52kIrl1QezRdYSo1yHi8i7F4F2Oxs4wlukkrMZLnFeKCwvty2Xw4Ze+i7nlLw8M8tuE38TouXzeod/ogX933H8lrGQDcdj/3rv5Z7mr/5Nw+53+L8dw0mp5HM9RC4P/su5wbtyQ7dslFrb+du9s/xeaGh7FJjkW1/1KYpslQ9CQvnf0iXZN7yGsZVCNfmO9m2wOFOUcUZGTRjk12UhdYzW0tH2Fj/QNzc/xyGI2d4ekT/4+BmaNz225v+ygPrv1FXLbi+fno6Iu83vM1xmJdC5ufZTfN5Zt4uPNXWFWxfcltTOejvN7zDQ4N/5hoZnz2Oc1e2zTPu/47708U5bl2+BwhWso3sanhITqqduGxBxd87XBqmP/x7HvJqom5bU7Zyz2rf4YPbfkDAOLZSfYNPsW+gaeYSY+i6nl08/xvrrDGEgSx8B4lB2WuGu5q/xS3tX0E+yLmpvnoCx/iR8f/kolE34KPEQSRNdW38eldf76sa59PVk3ypz95dG6ctstOtjY8ygc2//u5faKZCfYMfI/9g08RzUyg6Tk0Q8MwdZj9Bs99fzbJSaW3mfs6PsO2xkdX9PsDyCoJ9g3+kP2DTzGVGkDRcmiGgmFoGLPjO+eNC+fmHUksfI9ue4DGsvVsrL+fzuo7CbiqVrR953PVLRbJ/AyRzDuLxlQ+gqrnME0TRc/y5OH/yd6BH5DXMxfxey1omgxdR9VzZJQEz6X+nq6pvTy24TdZXXkLkrj029IMlUQuXNTGmfQoWTU5J1gksmGeO/0F9g/9kGRuZraTzdtSdMNAR0XRs2SI4075EYXFt0818sSzE0XtuhyiIJJSoou+1nxU+9qQRBvTqYG5bQICZybe4u72n16RScM0DYZjJ+kJHyh69w7Zg99ZiXcBhf4m4j3sHfwBh4Z/QiwzMTeoX+Kqhf+ZBoapoRl50AqTw1Syn5Pjr3Lv6k9zS8sHcNkWvtAwTYO3+r7Nm73/xkx6BE1X0E0dw9DQTe2ifUY3taLq6QtBFu1klcTld7wEqp5nz8D3ePnsl5lODaHqec7VVbiQuX5tqOS1DOl8lMlEH8dGX+Dhtb/CpvqHkMSbIxg5p6aIpEfnFk6J3DTR7ASmWRiH3uz9N146+2XC6eGL9jPTNNBMBc1QyKpJ9g/9iIGZo9zX8RnuWPUJbMvQMHdP7ef1nq9ycuJ11HMTzUX6FhR6O6aJjoGua4XaDWqSVD7CUOQ4R0ae432bfp/W0BZk0bbkdil6jnh2qngczYyi6Nk5wSKaHufJo3/GyfHXySqJuQVXaZvf6W8KGdJKjHh2ckGa5RNjr/B6z9cZjp4kr2XQz31/s3/Pez3TIKPES4T+y5HKRzAWGKuhGnkimTHyWhooWCUmk/3ohoooSBwfe4VnT32eoehxVF1hvm+xMG7pGKaOZijk1BSpfITR+FlOTbzJBzf/hxWxuipalp+c+jte7/4aWS11yfHUMA2M2b6e01J056MMzhznyOjzPLr+szSVbViWRWD++XmEnJqcEywS2TDPnvo7Dgw9TTK/iPlZieOxlyEtYX4+x8Ghp/nxyc8xlRworGsuET93/vvDUAobVUjmZphM9nFo+CfUBTr48Nb/RPsiFZHnI4kydtmFaRr0zRzhJyc/x9nJ3ZdoX2Fsw9Rnx/g06XyU7x35M46PvcRP3/J/CC5jUarpCrELxobLISCSzC1uXrwcpmnMju3vCJqDkeNz3/Bg5BhPH/9ruqb2XPRZmZjopoauabNzYYyv7/8jTo69yke3/Re8jvIVsfKcHH+NZ099gaHI8Uusjd9pk3nu/aHCbPdP5mcIp4Y4PvYyld5m3rv+N9je9N5lt20+rrkrlKJnmUz24bYF+Oe9v8PRkRcxLjLgz0/Bbap7ai/fPPBf+ODmP2R93T1IgrxiZrusmiCrJjFNk0hmlB8e+0sODf8ERc8s6jwCIj5nJQ1lS63qem3MkIIgYJec3NLyfp458f/mtpuYRDJjdE2+zbYV6KCGabB/4IclH03AWcn62nsvWxxH0bK8cPaf2Dvwg2UXuzIxUY08Y/FufnT8L8lpKe5d/TM45IWZqE0KA9PAzNHrOjjbNE3SSpRnTvwNewd+QFqJcTGB4qLnoKAU6A8f5luH/hvTqSHuWf3TN6XpXDMUoukxUvkIb/Z+k1e6/4V4dorFPDPdUJlI9vHMyb8hlY/wUOevYJeci35WWSXJv+z9XWbSo5cUJhaCaRooepbuqX185e3f5TO3/SVtoa3LUtJcSCofQdGymHaTqWQ/3zjwn+mZ3o92blG1QERBotzTQJW35bL7jid66AsfJpkPX3bfa4mJQTw7RSw7Se/0QX588nNMJLoXPXYYpk4qH2Hf4PdJK1E+tfPP8DlCS/oOTdMknpvkX/f+B85O7ikoXRaJYerktBRHR19gMtnHBzf9Aetr70YSbSs4PyfJqimCs/PzU8f+gsPDz6Lo2UWdR0DE76ykfoFWsPPRDY0Xz3yRF89+kUQuzKXHA+Eyv5uzFg4VtyO4bLeoc94dXVN7+MHRP6c/cmTRyQpMTHJampPjr/H513+BX7vrnwi4qpf2DoVrtZK5NCYGaSVCJD1CNDPBdw7/D4Yixy+q8LjYOfJamv1DPySSGeWX7/x7fMsQLgxD5+3+J3nu9BeYSg5cpi2X61fMCUF22YnHEVxSmxbCNRcsAAZnjnNg8GmOjrwwN0GeMwvaJCceexlOmwdFy5LMzcyay4s1cyYG44kefnj8L3DZvLRX7URgZbSmhYErQSIX5pmTf8vB4adnNbqFwUgSZURBmjU/CYAApjGrvdHnzK8um5fWiq3I4uI1lA65EAOQVuIFwcs8p2l/R+O+2Al6MUiizI6mJ3ju1N8XTTCx7CSnJt9gS+N7lu2bquhZDg3/uGibgEjI28ia6tsue7xNcrKm6na6pvYylSyOXRBnTYIFdyc7HnsAl92PKEiklRip3AyqUdC0FQ+6Jsn8DK92/StBVzU7m9+/4Pss9I2La32Nc9qqC46SZvvSQpElO+ISLASmaZLKR3jq+F+wb+AHc24Z5zj3rGTJjtdRhsdehqYrpJUoGSWOZqhohsq5wczEJJoZ5/nT/4AA3Nvx6RU3B18PTKcGeeHMP3Jg6Gni2Umg8Kwk0TZncvY6yjBMnXh2iryWnnNLegeTRG6aN3q/gdPm5b6OTyMJi7MQOG1edjS9j2dPfb5ou4Aw51ohihJ2yYXHHsRhc2MYRsEFT40XrGiGWrR4NTEIp4f41sH/xq/c+QUqPI0rtgBM5SPktSyRzBjfPPjHdE3tnVMinW+2L7hriXBufDONWStDwVUj4KqmIdh5yW/rnWchzrkCzIc5u4i7EFGQFl3ld67tSySWnWBP/5McH3uF8UTXeW2RZ90O7bjtQbyOcjRDIZmbIacmUQ2l5B5UPc/Zyd08e+rzfGjzHyw67sI0TaLZcb60+zfpCx8qGafO9XW75MLrKMMhe1D1LKl8lJyWmu3vGnNjg2kwHu/m24f+Oz+180/prL5zWZaB88kqCbJKYX5++sT/4+Dwj9GWMj/bfbRWbFn0/GyaBnsHvs/LXV8uSVt8zp1IFm04ZS9+VwWSaC9YL/NxMmpibi2jG3qRUlVEpLP6diq9Tct6PqIgMZnoL8QIzBwq2i6d61e2AB5HGaZpkMpHyaoJVD1fsqYwTJ3R2Gm+ffhP+blb/3JJ47tdKsS2xLKT6KYOs2485nlrmsJ1r75CLqumODT8E06Ov85gpOBuJ1CoBl5wl/PgtZchSzbS+YJVUzVyaLpSNI4apk739D6+uvff88t3fB6bvHj3MdM0OD72Ei+d/RKTyWK3MQEBWbQjiTbsspuAqxK75EQzVLJKYrZdhX5VsM4WXLcKx4q0lG+mqWz90h/UZbguBIuXu75CPDsx6zcq4ndVsLn+YXY0PU5LaHNR8FdGSdA9tZe3+7/Lmcm3yKopzu+AI7HT7O7/LuWeekKehhWZFLNKgnh2itMTb3J46Ceoeh5RkLDLbhqCa+moupX2yp2Uu+vwOsoQBJGMkmAi0ctQ9ARdk7sZjXfhc1SwumLHktq0qmIb//7B76IbOlklTlqNkc7HSOWjpJUokfQoL5398qzGeeURBJEyVw2dNXdwfOzlue2qnmMsdpbJRC+1gdXLusbJsVdJ5SNF2zyOIJ3Vdy4oAFAQBNbX3sPB4R8TTg0hIGKXnbjtAVZVbGdN9e00la2nNtCBLNrn3oNhGiRz05waf4O3B56kP3y4RNsVyYxycvw1WkNbqfK1XL4tCGyqf4Cgu3re33VDYyh6gmOjLxZt9ztDrKu5m2p/22WvcQ5RkGhbgk+womd56eyXODj4zAVChYDL5mVN9e3c2vIhOqpvxW0LzD0v3dCYTg1ydPQF9vR/j6lkf9EElMyHebv/SULeRjbXP7SiWu/rgeNjL6PqypzF0iF76Kjaxc7m99FZc9eshqogGBqGzlD0BHsHvs/+wadI5WNFWqdYdpIDQ8/QWLaejqpbFzU2CILAXe2f4tXufyWrJrBJDhyyhzJ3DWuqbmd15S3Ul62l3F1f9A4K8QYDHB5+lgNDTzOZ7CtZmA5HT3B89EXuXPVTRTERyyGVj5LMT/P26Sfpmd6PYWqIgoxT9tAS2khH1e20V+4g4KzC7QhgmAUhaDzRw+DMMbqn9jKZ7KfK10Jj2boFPatVFdug85dQtFLttYlJLDPB6z1fL9rulL2srrqFtopti7q/usCaZT2rocgJRqKnycz6x4uChMvmZ0PdvWxrfC8dVbfgOu87NEyN0VgXu/u+zb6Bp2bdXt+ZC7NqklMTr7Ou5m421N27qLZk1STfPPDH9M8cKRIqREHC76xkc8ND3NL0PhrLN+I4757zWpax+BkODD7NkZHniWbGilzOwukhXjj9jwScldQHO1ckUDqjJojnpjg5/hqHh59Fm52fHbKb+uBa1lTdxqrKHbPzc0F7nFbiTCT6GI4c5+zU24zFuwg4K2lfwvw8kx7l9Z6vEZtVMpzDJjlpq9jGnW2foKNqFwF3dZHgaZoGOTXFRLKP4cgJuqb3MRQ5TiIXRtVz1PjbaShbv2Ar+cVIK1GOjDw359onIM4qX3exs+kJ1lTfit9Z+c6YZepMJvo5MPQj9vR/j0im2CKqGSpdk29zZOQ5dja/b9HtaQlt4rfv+1phLaMmyCizaxklSjofI56b4vnT/1CyFrgaRNKjPH/6H+csnLJopzawmm2Nj7K5/iGqfW1FQnokPcbxsZd4s/ebjMW7S6x6J8df483+b3Nv+08vSlkIhayRewa+x1i8OHOkLNqpD3ZyW+uHWF97LxXexoLQPNu3TNNE1bNMJvsZiZ6me3offTOHiWcnUbUcZe5aWkJbrmgg93Ux48ey40BhMVYfXMtP7fjTi/oUuu1+Njc8xKrKHezu+w4vd/0z0cxY0T6Hhp9hXc2dBFyViwqCvRhpNc7+wR8ymewjo8axSQ6ayjdy7+pPs7HuvqKgsXN4HeVU+VrYVP8A+rpfZ2o2+0hLxZZltUUSJbzO8kK8wXmXjWen2NP/vSsmWADYJAfbm57gxNirRYujSGaMs1NvU+NvX7rJzzTYN/jDEtO/31mxqEnR4wiyse4+4tkJytx17Gh6gs6aO3HZfBdtmyiIBFzV3Nb2EdbV3sXLZ7/Cq93/Sk5LFe3XPbWP4ehJKr3Nl71PQRDYUHcfG+rum/d3Rcuxu+/bJYKFz1HBjqYn2Fh//4LveSnohs6Rkec4NPwTMuo7vuQCAlW+Vj6w+T+wse7+eTVSkihT419VCPhteJQfn/wcB4Z+VCSMjcbPsKf/Sap8LdQH116zrG1XgvO/sYCzmsc2/Ca3NL+/KLnDOURRoiW0mYZgJxvq7uPJI3/GWOxsUT8fjp7g0PCPaQh2Lto8XeauYVfLBzg98RYb6u5lR9MTNJdvvKQwJ0t26gId1AU62FB3Hz86/lecnnijRDv5Vv932N70OLYluGnNRyIX5rXur9M7vb8QayG5aK/cyYNrf4k11bfNG9Phd1ZQF+hge+N7UfU8I7HTJLLT1AYWloK3tWIrrRVb5/3NMHUGZo6WCBYOm4fOmrt4YM3PL/4ml8H5440oyDSXb+CRdb/G+pq75xVYREGmsWwdH932X9lU/yBf2/cHhNPDRftE0qOcGHuFzpo7Fyzg64bKy13/TNfUniKBUxJk2iq28fHt/43Gi2g7HbKL1tBWmss3s6XhYX588nN0Te0p6ltnJt9i78D3ebizGp8ztOyxIaPE2Tf4QybiPXMCdnP5Ju5d/Wk21N03b2zcucySm+sf4FHjs0wm+xmOnqR5CQkVTo2/TjQzXrRNFGTuXf0zfGDzf7ioBUQQRFx2P62hLbSGtnD36p8mrcTomT7AkZHnqPK1UONbuILpYqh6fs7DQhQkavyreGDNz7O96fF51y6iIFEbaOeJjb/DlvqH+fqBP2Jg5ljRnJ9RE+wf/CFbGx9dciyWJEp4HWWF+MzzmpHXMrzV+61rIlhohjInVDhkD9saH+XRdb9+UUVfuaeOe1b/DBvq7uMHx/6coyPPFynpdFPjhdP/wOa6Byj3lKYSvxR94UOMJ3qL5gpRkLil+f28f/PvE3DO74omCAJ22U1j2Xoay9ZzW9tHyKlpBiJHOTLyHDbRsWKJQy7GdSFYnCPgquHTu/6cpvINl93X6yjjzlWfQNWzJZr6vJZhd/93aSrfSLWvbdmTYjQ9Tiw9joGBTXKyqf5BHlv/G9QF1izo3JIoUxtopzbQvqx2XGsk0UZH1S6C7poiYS6enaY3fIjbWj+y5NSCscwkXVN7irbJop36wBrqFriIOMe2xkfZVP8Abntg0WbtgKuau9o/SUqJ8lbft4rcoqKZ8UIgtqHc8C4+4fQQh4efLTGxVnib+OSO/8Hqqlsu62oiCAKVvmbeu/6z6KbG/sGnijRbXVN7OTv5NjX+VUty/7vecco+Htvwm+xq+QDOywT2y5KdNdW38aEtf8jX9/0hkfO+H81QODv5Nmeq3mJb43sXZ7VA4LH1v8HjG38bn2PxgbrN5Rt5uPNXSOUjs5nw3pnExmJnSeZn8DsrWAmv6KlkH5OzE6VDdrOr5YM8tuG3CDirFnTPNslBa2jLsttx/SPQVLae9236PdZW33FZlyxREOmo2sUHN/8BX9n7e0XxZXktw1j8LOH0MNW+1gVdfTh6in0DTxVlFgJoKt/IL97+uYtaYS9s0+qqXTxKoX93T+0rWpjuHfg+m+ofmrXwL89lOZIeI5Iew5ydnzfXP8RjG36DWn/HgufnusBq6pZocR+IHCV9QaB/jb+dx9b/5qLdGz32IJvrH2Rz/YNXIDavoDR6ZN2vsbPpiQUJmo3l6/no1v/M37/574rcvHRDZSzexUSih4bgUmNGr18k0c6G2nt5fMNvU+EtrUd0ISFPAx/e8kdk8jFOT75VJJDHs1O8dPbLfGTrf17U2D4e7yZ2gcBa4W3iwbW/eFGh4mI4bR7WVt/O2urbr0rM53VUUEHg3o6fuagmZD7cdv+cRvpCM1Pv9AGmU4PLDmqEgt+xgYEoSHRW38Gj636toIW9yQJTL4cgCLhsPrY2PFK03TA1JhO9DEaOLfnch4d/XOJ+5LYH2NTw0KJNiG57AL+zcsmL2ZCngc31D1LmqinabmIwnRoieQ00KSuJbmicGn+dvpnDRdttkpOH1v4SLaHNC/JfP0fI28itLR+i0ttctD2rFtwWpxLXZ62O5bKp/gHW1d51WaHiHLJopy20lXtW/0yJf/lUaoCByLHFB5wKAn5X1ZKEinO0V+6cdbMpvg/D1BmKnJz1lV8+51IiSoLM1sZHee/63yC41ADQmxi/s4K72j9JR+WtC47zkEQba2vuYE1VaSxaKh9hcoGpPTVdYXffd+a8CM7hsvn4yNb/tCCh4nxWVexgS8MjJdmpErkwJ8ZeJrPMbHZQGJfNc/NzzV28Z92vLVjpt+xrmybJfBhNL7b2ra7cgSzZl9WG2UToy23iHIX10uNsb3h0Ue6pqyp3srHufoQLlouKlmUkenrF2nc9UeVrZlfLBxYkVJwj6KrmPet+jaCr+BvRDIXjYy+XCJ+XopBUJVYS99hUtgG3PXBd9av5uG4EC489yB1tH1v0cVW+FlZX7cLvLK5voOhZzky+veiUgZci5GngtraPUB9Ys2LnvNFwyG421j9Q4mIWSY/QO31gSYKcquc5PPIsxnkLGAGBoKuGzuo7l93mxSIIAhXepnnN4ul8lLyamueoG4dYdpK+8MG5wONzrKrYTkfVbQteKJ9DFERqA+2sq7mr5Lf+mcOMxs9ylcvlXHEcsodN9Q9S7l5c3Q6Xzc/amjtLTOu6oTIaO81Eonclm7kgREFkVeVOAq7SRWM0M7bgFKoLpcbfzr3tPzPv9SwEOmvuoqPq1kUHXDtkF1saHi7ZnlbiJS5SF2My2Udv+EDJgmZj3YO0huZ3KbsUkijRUXXrvJmWjow8TzI/s2JjQ8jTyO2tV3d+NkwDVVdKsvVcj6NdU9lGtjQ8vKRA4h1Nj5ckCFH0LBOJnpVq3nWDJMg0BDpZW7P4tceqyp20VWwrUcwl8zOcnnhjwecxMS6aOvx67FsXct0IFmuqb8VtDy5aEhMEkZbQFmr9pW5GXSsoWAiIrK2+g+byzYg3WTDqYpBEmRrfKprLNxZtT+ajDM4Gni2W0dgZRmNnikx0dtnF2urbrlj168vhtZfNW3DxXEayG5mR2GlG411F2wrB5g8SdNdc5KhL43dW0lS+CZtY7CIWz04xkx5edvrf64364BoqvI2LsuxAQWgtJEEoFcImEr1FBeWuJpXeFtw2f8n2jHrx+hJLQRQktjc9RqWvZcUqHN9MuGw+WkNbFqUpPYck2mbjmS7QLOs50vnYgs5xeuLNkjFcEETuWPWxJb+vGn871b7Wea10sczEingVCIh01txJc/mmJWXIWyqSKOGUvSWWpcHIcdJK/LpRqBR87tdRt0Shq6lsfcn702dritxseBxlJUmDFoooiGxrfAyHVBwTpWhZTo6/uojzSDhkT4nXxVi8i0R2ekW+mSvJdTOyr6m+HXGJzanytsxFxp/PVLKvMDGugMbNYw/QEtpMmbt22ee60XHb/bOasfOFQJPJZD8D51UsXygHh59B0YuzKbhsfrZc4HJ1NbHLLty20qwJymwl+BsV3dCYTPQQTg0Vbfc4yqgLrMG5xAwkkigTcFaWCCYmJlPJwZtuAqoPrJ2NPVg8bnuAprINJf7Xiew00ew4hnH1Jw2vPThv3FBeTcEKLo58jhCrKrbjuYIZSW5kqv1t1PhXLTrVLRQWI15HecmCSDdUFO3yNZc0Q2Vg5giZCxKABJxVsy7KS3OfsEl2Qp4GXBe8c9M0GI6eWhGlg8ceoKV885IVI8uh2t9aMm4ORY6zp//J2Ro3154yVw1Nl0nqcCk8jvISS7Yxm9XqZsPrKKexbN2Sj19VsQ3nBUHx52JSFrN2OJdl9HzG492FytvJ/msyTyyU60awqF+GT6Tb7qfcXY9TLu74OS1NNDO+Ij7CIW8jIU+9pWWjoP1YXXkLgQsWVpH0CP0zR+YyUCyEtBLj1Pgb6OdZAc5lpWgu37RibV4skijPWxHZNI0VXWhdbTJKnHBqZK7i7zmqfW14HYu3GJ6P0+4tcUmEQtB7eoUqwF8vhDz182r4F4JNclDuqSuxxqlGnkR2mqyWXIkmLrpN82l6DVNfUdN7XaADn7Ni0XFT7xZCnnrKFuledz6CIOKwzSNYLGDxHs9OMpMZLVn8NJdvxCYuL17A76ycNwPRRKJnUfPFxajwNl2z+Xl11S68F8yFJgY/Pvm3vHjmnzg7+fY1V6z4nKEFB+9fjFLBQl90TNiNgNPmJeRZvMXwHAFXVYmi26RQM+pC9+NL0VS+gYoLapiYGLzW81WeO/UFjo+9TCQztiKK85XmuhjdRUGafYBLH7gCrsp50z1OJftRl1Ax9ELK3LXzLprejYiCSNBVw5qaO4q257Q0I7HTJdrwS9E9tY9oZqzIDcomOdlS/8iifYxXFuGmDCpN5KbnHdzK3DXLzpduEx3zmo+zahJFu3lcoQq1dqqwLzEDGjBXb+JCErlpkrmZ5TRvSRQmwSvf3yt9LfOO0xYFfI4KfM7yJR9/rpjX+ZiYC3KdmE4OzquBrvK1LlsQdMjueRU1qXxkRdw6yty1+JZoQVwuqyq2s6piG/YL3F/yWoYXz36Rbx38Y146+yWOjb7EVHJw3oKMVxq33T/veLMY5ksrq1/nLjmLR8A5W4x4OVT5WkqsjpquMLmIRCYNwU5WV+7CbQ8WbVf1PLv7v8u3D/13nj31eQ4O/5jxeA+afv14UlwXwQIO2YNddi9rIed1lOOSS4NO49npFfmQ3Tb/ooNab2bc9iDra+7h0NCPi2IOJhK9DESOUhNov2zmAcM0ODLyXEmgoM9Zzob6+es/LAdVy5FUIoUKwGoGVc8VcnwbeYzZqqfnKqCqep6e6YMr3oZrTVqJzZvVKpoZZ9/gU8tyUYllJohlJ0q2K1rmho9LOR+b5MQhu5dV+M8uueZVVGSUxIq4FximQV5Nk8zPkFHi5PUsqpZDM/KFitvmbH83dHRTJ69lSuoBXQl8jnLsK1Bb6OZEwG0P4JKvjeAVzU6UjMVQCOh+rftrSMuIXRiLd80b75hVEisiWLjtgWs2P7tsPu5q/ySR9Cg94QNF6w0Tk9H4WcYS3YTc9ayu2kVraCv1wTWzVuLyq6LAcspePPayy+/4LkcUJJw277LTyYc8DYiInN+zdVNblMXCIbvZ0fQ406kBjo2+PFeQ9Rzh9DCvdX+Vw8M/YXXlrayq3EF9cA01/lULTuF9pbguBAuXzbfs9FdO2TtvMbycllqRrCY2yVkSmPpuxiY5aCjrpNbfznDs1Nz2WGaCocgJNtc/jNt+aVeRmVnXqfNN76Ig0155y7yB04vFNE2SuTCTyT4mk/1zC99YdpKsmiSvZVC0LIqeQzdUdEMr/G1q6IZ23QdILYWcmianlrra9IYP0hu+MoJUIS7l5hEs7LJzyUWhziFL9nldQ84vZrUYTLOglZ5JjzCR6GU6NUg8O0UsO0EyN0NOS8/29wyqni/0dVPFMDQ0Q0M3Ncyr0N8dsrskCNSigCTK2C/iknY1SOUj8/a9Y6MvlhTyXClyWnpFXDlsknNei8jVoi20lYc6fwVnj5fTE2+WuAiZpkE4PUy4f5jDI8/RGOykJbSZ5vJNNJatp8LTeMUs9KIgYZOcy1KEvFuQZiu2LxevoxwuWNibpkHuAhfky1EfXMO9HZ9GFu2zKWtjJfskcmEODj/NsdEXaCib7Vdlm2gsX0+1r+2a1Ny6LnqaQ3Yv2wgvS/Z5szXl1ZUZuCTR9q7OBnUhgiAQcFaxvvbeIsFCMxRGY2eYSHTTVrH9kuc4Nf76rNvHeW5Qop2dze9flqBpYjKTHqF7ci/9kSOMxs4wHu+Z/Shv3PiIlUDVcwvyt15JDFO/Lv1Al4pNdCx7cSwKEvI8A75m5BclhJmYc0GwZybeYjh2krFYF9OpwevS/1mWHMsuiHazIou2a1pIMqemV6xmyULRDXVFCnbJou2aCqyCILKh7t65SvHHxl5iLNY1b0a1nJqke3ofveFDlLlraA1tYVXFDlZX3UKNv33FF4KSIM+rdLUoRRClFbGo2iVXyRrGMA3y2uKs0YIg0l65E4+9jBp/O0dHX2A4egptHvd+1cjTP3OEgZlj+J0VtIQ2s6piB+1Vt9AY7MQuu+a5wpXhulgpFzQ0yxMtJME2byYNVc+tiMVCEK58UZEbDbfdT3vlDjy9ZUXBueOJboYiJ2gJbblodhNVz3Fi/BVyF3xoVb4W2i8jkFwKRctxevJNjow8y5mJt4hmJ26qRe1yKVhlru7iAW4ucU4QRFimz7koiPMuIjVdXZTrZk5J8fbAkxwfe5ne6QMlQfnXG8JNGru0EoiCdM2sFQC6oVwVq9X5rNi4IAhcjRihSzYBgebyjVR5m2mr2M7piTc4PfnmRVNIG6bGTHqEmfQoZyffpmViM501d7Kh9j4qfc1Lygw2b7sEcVlubO8mBFgRxUdBOLzAYoGxpFhDAYG6wGrK3bW0hrZwevJNzkzuZjh6ct65wsQgnpvi6OgLdE3toWliI53Vd7Ch7j7qAmuuiuXquhAsVmLhV9B6zDNMCaIlDlwhJNFGpa+F1tAWToy/Mrc9mYswHDtFIjt90fR/o7EzTMR7ij4MQRDZ3PDwkn1ls2qSQ0M/4fWerzESO31Rza/fWUHQVUvAVYXL5sMhe+aCC2XRjizZMU2Tnul9nFhE7ukbg/m/k8JzcF+RbD0BV9VN5VdvsjKZweatDyHM/eeyJHMzvHj2i+zu+w6J3PS8+8iinYCriqCrBp8zhFP24rR5sEmud/q7aEfVc+wZ+D7TqYEl34/Fcrm2i2PTnN924HWUXzF3ioCrCvEmc41z2f1sqn+AllBBUOgNH6R7ai9D0ZMXSa1rkszPcHzsZYaiJ+ifOcKulg+yunIXTtvyEmq8g7UKWigrsh4155tnhWXNr06bl7U1d9BQto7OmjvpDx+ma2ovfTOHLhqXl1WTnJ3czUj0FP0zR9jR/AQbau/FfYXTfV8XX7RmKMs2h2qGMm9eX4fsslIbXkECrio6a+7k5Phrcwslk4Jrxli866KCxYmxV0ldkILULjnZ3vTYktphGDrHRl/kpa4vMR7vLomPcNp8rKm6jdbQZqp8rXgcZXjsAeySG5vkwCY5kEQbkigjCTJ5PYtuqDedYCEK0ryasHW197Cx7v4l17G4FA7ZTV2gY8XPe60wDB1jmUXjDFNH00sF34Jge/n4Dd3QePHsF3m9++tk1OKgWFGQKHfXsbb6DhrKOil31+FxlOGy+bBLLmySA1myIwmz/V2USeTCnJ162xIs3sVIojzvXHlb64dpq9hWUnhvJXDZfTdtTRO/s4KNdQ+wqmIHG2rvYzR+lt7p/fSGDzKTHpn3mHh2isPDzzKdHOT+NT/HpvoH543FsrgymKaBbi7foj+fG6qIsCLuSF5HGWur76C1fAvrau9mNNZFb3gfXVP7mErOn3UqrcQ4PvYK06lBkrkZdrV8oBAHcoW4LgSLQiaKZQoWujJvh7hSWliLAk7ZQ2PZeip9zUWdejLRx0jsNB1Vt5YEpaXzMbqn95VI2asqtlO1xFzbQ9GT7B34AePxnhKhYlXFdm5r+yitoa1UeBpwyJ7LumOsRG716xFZcszrb1vurmNdzd0EXFZK5ctRyCK2vExzxmzmsQuxSY4F+dkfH3uZPf3fKxEq7LKbLfUPsbP5/dQFOgi4qhakbbbcPC0csmfeOIUafzub6x9adJV5i4ILtccRpL1yJy2hzaytvoPJRC8DM0c4NfEGw7FTJe4smqEwGDnGi2e+iNsepLPmzmUni7BYGIZpoK5AbJqiZUuU5YIgLjul+/k4bJ654P+Oql1sa+xjKHKck+Ov0z9zuMRjwzA1xuLdvNb9VVw2Lzub33/FLJHXhWCRycdnAzzNJfvfZtXEvNVFnbJ3xXwVLUoRBJEKbyMdlbcUCRY5LcVQ9AQz6RGq/W1FxwzMHGUmPVIiAOxsfv+SAvAMU+f05JsMzBzBuEC4XFWxncc2/Barq3ZhEx0L7l8m5rK10tcjBVeYUleznJosKlJocXEKqYrzyxqvVCM/b4aPQnabSw/2uqHxRs83StyfbJKT7Y3v5dF1v06Vr2VRChXDNGbN9xbvVjyOsnn7XioftfrGMhEEAZvkoMbfRpWvmVUV29lQdx994UMcGvkJAzPHiuYuE5OR2Gn2Dz5Flbe5ZA61uDLohkZWSWGaxrIU0vHcVIlLlSCIuK5ASuRCHbhGQp4GWkNb6ay5i6HICQ4N/5iuqb3o5vmCq8lUaoADQ09TG+igNbRlxdsD10mBPNXIk8ovrzJvMh8hO4+fWZm71pL2rzABZyXtlTtL0rQNRU4wnigNXDsztZvUBbUU/M5K1tXctaTrRzLjDEdPkr4gT7pDdnNvx6dZXbkLu+Rc1CJQNxTUm6io2zk8juC8JtBIZnzRqfDereimSlpJLCuFrqJl542L8NgDuGyXdg0ZiZ1hNH7mAsFcIOSu55HOX6Xa37boSVHRsyviAmBx41LmrpnXVWMy2bciCVAsCoiChNdZTlvFNu5c9Qk+uvW/cF/Hp/E5QkX7GabOyfFXGY2fuSYJN96NmBjktfS8a8nFMJMeKREsZNFGmat2Wee9FIIg4Lb7aS7fxK7WD/GhrX/EYxt+k6Cr2B3dNA36wofonT5QlOp/JbkuBAuAyWT/suIsErlpsmqiZHu1r/Wa5PF9NyGJdmr87TQE1xdtD6eHGY2dJa++s2BN5iMMRU6QU4sXsRvr7sfjKFuSBngmNUw0M86F7nTN5ZtoKtu4pPev6Hmy89R7uNHxOysJuqpLtk8m+8gqpd+PxfzEsxPLKmSX09JEM6XFBP3OKvzO0DxHvMNQ5HhJITNZtLGm+naq/auW1J6skpg35sPi3UOlt3lef/7ByPGbsqbPtUYQRFx2Py2hzTy45he4ve1jOC8o8pvKRxmNnb0p56LrlZyWmV1PLJ2p5ECJMC6L9iWPz4tBEAQcsouGYCd3t3+Sh9b+ckn17qyaZCzRfdGkH8vluhEsBiPHlhyNn8xFmEmNoGjFvnFuW+CmzDpxvSEIAhW+Zjqqbinarhsqw9GThM8LVBucOUo0O35BRhyBW5rfv+Q0aGklNm/Rt/rg2kLxxSUIK+l89KIBdjcyXkcZFd4m7BdYl6LpMaZTQzdtbMlKM50aLLGQLRRFyzKdGipK0QyF3OcBV2XJu7mQaHa8RIMpibbZ9M5LG9KnU4PzKmYs3j2Ue+ood9eVxFJMJnpnNbCWO9SVQBQkyty1bG18D20V20p+n0mPzDu/WVwZsmriokHQCyGcGiaaGSta4wiI+J2V+K5gwPSFiIKI1xFiY919bKi9p+T3eHaKVC4yz5ErcO0rctYlcGbirSULFpPJPmbSwyUWj7pgB84lLiwtFofHHqCpfEOJNnwoeoKp8zLN9EzvJ5kNF+3TVLaB+uDaJWcdyWuZeYu++RzlS3KDMzGJZScZT/QsqT0LQRTEeQUpw9QxuHLaQUmUqfW3U+lpKtqumxonJ14jnp26Yte+mRiJnl6ytietxBiaKVWkBN01lLvrLiscZJREybGiIC458N7EZDh2mmT+ykwy1y/CvOPDSmWGudGQRTutoa0lWZo0Q2H/4A/nT49ssSIIgkilt3lejXZWTS7L7dJicaTyEYaiJ5Z8fM/0vlKLsmSjsXz9Va9TIwgCAVcVjWUbSn5TtPQVK6J63QgWg5FjTKX6F60VMUyD/vAhxuJdJb+trb4DzwUmIIsrgyhIVPtW0RLaWrQ9mhlnIt5DTk2TzscYip4s0Yxua3wUh+3ymZouRiFFbOkHqxv6ktzrkrkwPeEDxLKlriorhSjK8/oz57XMkoroLIam8g00lK0r2X5y7NVC/Q/LJeayTKUGGYufLZlALodpmkTSY5yceK3kt1r/auoCay57DptkL/lWTMxFFdY7n7FYF4ORY8ty7boRERDmTWSgGQo55d31LM6xof4+/M6qku1v93+XaHp57iEWl0YQRMR55kCb6LC8Lq4iWSXBUOT4kpRsuqFzYOhp8hd4z9glFxvr7l+pJi4KQRDmFWhksZBy/Epw3QgWmqHw0tkvL/q4sfhZuqb3lrglOG1eVlfdgstu5YC+WlR6m1lVsa0oC5dh6gzHThHNjDMYPU4sM1G02HfIbjbXP4RtASk2L4ZDKhT8upBodgxtka49hqEzFDnOwaGnr2jFbgEBu+TCLhW7vSRy0yRyU/PWZFkpAq5qVlfupNxdV7Q9rcR47vQXmE4PWW4Pl8EwNQ4N/YTp1NCijksrUU6MvUIkPVa03SY5aChbS5W/5bLn8NiCJcHZhqETTg0vqi1QSNN9YOhHDEdPcXPVR18YsmgviSvIqSlm0sPvyoDZam8ra6pvK/H1j2en+O6R/2nFWlxBkrkZ4tl5Ejo4glac6FXExGQs3s3R0RcXfeypidcZip68IDulQMBVzZqqW1eukYsgq6SYSZW6dTttXhy2S7vdLpXrRrAA2D/4Q/YO/mDB+6fzMfYNPMWZibe4cFLsrL6TkKfhihT1sZgfm+SgPri2pBjaaOwM0ew4AzNHiOeKtQDrau7G76pkOZVBg+5qfPMEvPZM7SelxBZstTBNk+HYKZ499QVmlrBIWwyFDA5BQt6Gou2aodAfPlLkPrbSiILIhrr7aK+8paR+Qf/MEb596L8XkiksQ7AyTJ3p1BDRzNjld75B6Z7ey9t931mwZkvVFbqn9/Nqz7+WuJXU+NtpKd+yIA1STaC9pNaFZiicnHhtURY6wzTYM/B99g/+kMw8qW9vdgRBQJbs1F4wXhmmzkSyj76Zw9eoZdcOUZS4u/1ThDzF45KJwfGxl/jGgf9cEsu4WHRDYzh66qYISA6nhollJpZsLTyHYeoMzByhd/pAyW81/lUlwbcWV5ZoZow9/U/SPb1vwcdE0mP85OTfkrwwDbhoZ3vTe+dVfl6MWGaSmfTIsmMeTdNgItnL8bGXS34LeRpLMkatFNfVqjuvZfjWwT/mjZ5voGo5DEMv0Zyapolh6MQyE7x49ou82ftvJX5iXkcZd7R9nHJ3/U0TX2Ga5uwfA8M0Cr74ho5uaOiGVqgDMs+iwjSNuX10Qy8cZxqYs3nrz/1ZCQRBoC7QURKANp3sZzLRx2DkOOmitMICO5oex7mAgnWXotrXSoWnoWSRPJUa5K3eb5LITs3d74WYpolhGuS1DKcmXuere/8jPdP7l10JfiH4XRXzVqQ+NvYCh4aeIZmLXLS+gMn5/UFftBAQdNVwW+tHaA5tLj6vaXB6/A2+8MYv8Xb/k4VsQYY6d43z+8y5fqgbGpqhkNcyTCT6eK3n6/ztq5/hr17+BCfHS11+bhYMU+fl7q/w45OfYyY1jG6oJf3s3HPKqSmOjb7Atw/+NzLzpEVeX3sPa6vvWNB3sKpiR0mFdMPU6Q8fZnfvt9EN7aLf9LnxM52P8cLpf+TpE3/FdGpwCXd/c2ATnayq2F6yfSR6ite7v0okPTpXY+lC5vsGbwZLX7WvjQfX/gKBC1yiVD3P233f5XOv/RxnJt5C1fPvzD1FY8PsHDU7P2m6Qk5NMRg5zk9OfZ7//cIH+Ps3f5np5I3f77qm3uavX/kUf/vaz/FW77eIZsZR9dx5z+Xi36FpmuiGTk5NcWDwRzx76vNEs8XuZtW+Vmr9q7HPU9T0RqV0LfPOPHLuz0WOnHctY1yBtYyJSV/4EN8/8n84Nf46mq7MOxcX3qHGeLybr+//w9kMasWJaSp9Ldzf8QuLWuMMRY/zxbc+y1+9/EleOvtlppL9KFoW3VBn18UXX8+cG+PzWoYzk7v53pH/zfQFisoydy0Ns8ltrgTXheOeQ/KgGXl0UyOjxPm3g/+VvYM/4PbWj7K68hbc9gCCIGACGSVO99Redvd9m97wgZKUXqIgcUfbx2kq33hTFMZTtByqkUc3VPJqmqyWJKemyCpJsmrhT05NEs9Ol9QCMWY18E+f+GucNi9Omw/XbIE0l82Ly+bDafNil91IgoxDdiOJtmUt8oOuGprLN+OxPzNXAEw3dY6OPE/4ggD7al8rLaEty67o6pA9tFfu5Mzk7gsWSSYvd32FZC7MQ52/TIW3GUmQC/dnmpiYqHqe0fhZ3ur9FkdGnpsTUm2SE489gKJlyVyhbDkVnkbWVN3GsdEXijQTeS3LMyc/x0jsDHeu+inqg2tmTeECs8sZTNMgqySIZaeIZ6doLFtPtX/hVcsFQaCz5k6i2TEySpzp5MDcuzExmUj08C97f59nT32ezpo7WV21i3JXHW5HAFGQyGsZcmqKeHaKqVQ/E4kehiInmUr2zwW+umy+mzL/vSwW3BI0Q8EwNF7t/hdOTbzOLc0fYHP9g4UA7FmfVt3QGIqeYE//9zg49HRJULCASHvlTnY0Pb5gdwevo4zN9Q/xeu/Xi/pNWonx5JE/I5aZ4Na2j+C2++fGwHMTeUZN0DW1hzd7v0n/zOE5TavbHsAhu0jmIu+qQFGHzc3Wxvfwes/XiuJlNEPhwNAzRDJj3Lv6ZwvCnM3DO99gQQjPqykSuTDRzAQhbyP1gQ5kaelundcDgiBwW+tHmEoO8FrP14oEYc1QODv1Nr3hgzSVbaCz5k6ayzcRcFXhnF2kFOoAJIlmxplK9jMe72IwcpxYdnLOlcrvDF0V5c2V5pxS6vTEG5yeeANZtNNYtoE11bfREOykPthRENAEcVbtVeg/uqERz07SGz7I4ZFn6Z7aV/LdSYLMjqb3UR/svCkUpKqeQ9XzaIY6O38kyaqp2b/PrWVSpPJRkrmZomNNDCYSPTx94q9wyr7Z9cz56xgfTpunsIYRbNhlF7JYGot2OQRBwiY6UI0cpmnQGz7Al97+LdbX3svOpidoKOvELrsLb9E0iWTGODb6Em/1/hszmTEu9JxxyG7ev+n3Fl0YzzRNFD3HSOw0veEDPHnkz6gLdNBRdSuNZeupC6ymzF33znpmtl8ZpkEqH6F/5jBHR17gxPirqBckthEFiXU1d9NRddsV61fXhWBxT8fPEE4OcmzsJTRDQTdUuqf20j21F1GQcNsDuGxeFL1QSO9iFYJFQaKj6jZ2Nr9vyRlSrjde7voyr3T9C/Hs5BIGYpPxeDfj8dIidecjIGKXXfzsLf8fmxseWpY/pyAI1AfX0FS+kdMTb8xtPzv1dolWfWvDe3Db/cvu3IIgsK7mbs5Ovk00M37BAG2yf+hHHBp5lrrAGqr9bThlD4qWIZmfYSzeTTw7WXQ+m+RgU/0DbKl/mN193+H05JvLat/FsEkOWkNbWFN9ByfHXy16PpqR5+DwMxwcfga3PYDXXoYoyuiGSk5NkVETc4tCu+TkZ3f9xaIECyg8t1tbPoyq53np7JeZTg2WvKPJZB+TyT5e7f7X5d/wTcL62nvwOso4NfH6bC0Kk6lkP0+f+KvZic+L11GGKUAiG0a9SOYNAZFqfxu3NH+AxrL18+4z73GCwH0dn+H4+KuzaRHfGRfSSowfnvgrXur6MvXBTso9dUiCRE5NE8mMMZnoI6MWW0xcNh/v6fx32CQHL5790k2ZZvliiIJElbeFnc3vY3ffd4piCAxTo2d6Pz3T+3HIbnyOELLkwDA18lqGjJKYFewKz/+JDb9DlbfphhcsoBBI/PiG30bR8+zp/25JlXjNUOibOUTfzKElnf/GFynmRzMU+mcO0X/ec7FLLlw2Hw6bB1GQCsoqJU5Ou3iCAEm0sb7mHrY0PIzPefVSlF5J3uj5Ji+e/Sci6eJUrAtlOjXEj09+7pL7CIjYZCcf3/bH3NL8Aezy4iw95e5atjc9Rs/UPgYiR+cW6nsHvsfege9hE514HAFkyTGr3E1cNO5IFu3savkgm+sfXvYa51zq/uHoyaLzu2x+nHYvsiAXam8p8UsqQkVBpq1iKzubn6DcU3fR/ZbLdSFYZPIxPr79v6ObGqcn3ixybTJMnVQ+UlKp+UJk0UFraDOPbfgN6oNrr3STrxqKlkXRs1dUu3Ou2qRmrEwNg1p/Oy3lmzg7+fZcENOFH59dcrGh7t6SIMGl4ndVcs/qnyGRC3Nm8q0S7U/hwzzB8GXSyDllD+vr7uPxDb+Fxx6kf+bwFRMsABrKOrl71U8RTY8xnuied5DKKPES95mVQhJl7l71Kdy2IC+d/SKj8bMlGo6lIgrSTWE1vBBFy3Db2l+k3F3Hm33fmk1I8M5EmdNSl1w0QOHZVHqbubfjZ9nR/MSi21Dpa+bDW/6Qbx7843niWEzSSoyuqbcveQ4BEa+znPs7PsNtbR8llY+wZ+D77yrBAgoWoAfX/CIT8V76I0fm9ZfPa5lFZwC70ZElOx/e8kcEnJW82v2vsxaHlQlolwVbievqjcg72uKLo+iFOZwFDqsO2cPa6tt5dN2vL0rhcL2j6lkULXtF0xabGChaZjaz4eLXTLqhEXLXs27T7/P9o/+H0diZorWEauSIZS//Ih2ym4119/PhLX+46DYAsABBRDMUkvkwyXz4svtCwQujNbSFRzp/lbXVdy6tXQvkuhAsUkoUp83Lz+76C35w7P9wfPQlkrmZBeUSP2fR6Ki6lYfW/jItoU034WLmxhqAnTYvDWXrqPA2XrTQTHvlTso99Sua17kltJlH138WWbLRPbWfjBJf8CAmiTaCrmo21T3AQ52/TMjTgGHqVPnasEvOeetkrASiINFZczeqofLy2S8xGjtDXstcVTcBUZS4peV91AbaeaXrK3RN7SGenVpSjmtBEHFIbtx2Pw3BTiq8TZc/6AYjq6UQBJGHO38VtyPI7r5vM5noW+DzEnDKbuqDa7ln9c+yo+nxJReG3NLwMKqe4+kT/49IenRR78shu6n0NnN3+0+zo+lxPI4gHnuAoKuaYUF6V2X/EQSRKl8rH9n2n3j6+F/TN3OYrJK06jYAkijxyLpfpSW0mZ+c/Bxj8S5SSnRJwcqiIOOU3bjtQdort+O+oF7GjYjPWUmFt2nW/Su1ZMFLQMAuuwi4qtlU/wB3rfokNVehSrNFMbqhktMydFTdyke3/heeP/MP9E4fJKPGFxTHKIk2/I4Q25oe5/ENv4VjifGjHnuQCm8T8exUkXfC4hGwSQ78zgrWVN/Gvat/lubyTUs818K5LgSLgpnVxOMI8Int/5111Xexu//bTCb6yaiJggQ6G0AqUCgsZpcL5sWQp4EtDY+wvfG9BN3Lj3B3yC5qA6tLNN6hFV4EL5Qydy3N5RuvSo55r6N8xbRITWXr2VT3IL3h0iwXADub34fHXrYi1zqf9sodlLvr2Dv4A46PvkQ0O05OSaLoOXRTwzQNBEREUcIm2rHLbtw2P9X+Vexq+QAb6x6YM5+KgkRdoIMNdffNurxAbWD1iqdos8tOtjc+SrWvhbf7n6Rneh+JXJicmkbV8ximNrvQE+YK68miHZvkwC658DrK8TqW/ywby9bxqZ3/k66pvRwceoahyHFSSnS2HblCTIFpACaiICIIEpJom22HE4fsIeCspKlsA+tq76Y1tPWmTPecV9OouoJddnJfx6dpDW3hrb5v0R8+TDI/U/TeQEASJGySE6fNi99ZSUfVLu5o+xh1wcvXrLgcO5qeoMa/ile6/oW+8CEyapycmp6L/zAxZy1HMjbJgUN243WU01axjdtaP0xT+ca5InGSaKOz5s4i7XyFt2lJ1bzdNj/1wbUlbpV+V+V1malPEmVayrfw07f8L97uf5ITY68Sy06QU1OFscPQ5oQtQRCQhHe+Qdts3w+6qxes1HLZvLSENhdlWDr3/SwHWbLTVLa+KPBaEmUqvI3LOm9H1a20hDZzZOR5Dg//hIlkH1mlMDcXYgC1uXgqURARZ8cGu+Sc7fseyt11tIa2srHufurm4sYWh0N2UxdYXbLQCrnrEZcooC+HTXX3U+Vt5tjoi3RNvU00M0FWLcw3mq6gGflCsC0GxmywbfHzcRXc7Jwhmss3sa3pUdpCW7EtMVhbluw0l28ir6XnttkkByFP/bLvtT7YieO8pBGCIC5K+Am4qmkq33jFrO/n43dWlKTkXgi6qZFVk0iiTHvVTkLeBg4MPs2x0ReIZMYK71bLFhJkYCAKErJoK6wj7AFq/e3c2fZx1tXesyyXyPbKHZS5azgx9gpnJt5kOj1MVkmi6Nm5fqXPJk14Z06WCn1r9rtzyG489jIagp1saXyEtdW345CvTHrZCxHMq5zG4nOv/VxJ6qumsg387gPfnItQN00TVc/RP3OEgZkjTCYHSOamUY08kiDPSXNN5RtpDW2ZnaxuLK2+xZUnkh5jIHKUocgJIplRMkocVc8jiTacNi8BZyVVvlaayjbQVL7husgVbpg608lBBiPHGI13Ec2Mk1MLA4qAgE1y4rIF8DvLKXPXUeltpjawmpCnfkkD6aWIpMcYjB5nLH6WSHqUZC5S0IqbJjbZgV0qDKZl7lpCngZq/Kuo9rXNBrneHLzS9S986+AfF1mQKjxNfHLHn7K+7t65baZpMBbvpi98kLFz701LAQIum49ydy31wU5WVWynyt+64uOVYeiMJbrpCx9iLH6WRHaKnJZGN3TskgO33U/QXUuNv53W8i1U+pqXbCm52TFNg0Rumr7wEcbiZwinRsio8Vk3DnOu9oXPUU7QXUOFt4ka3yoqfc1LChi90dANjclkIcvfZKKXWHaSdD6GqucRBGYFrYIAW+apo8LTSF2gg5Cn4boYY68UhlmoJTMWP8tMeox4dpJEbpq8lkHT86izykq75MQuu/E6yqjwNFHjb6M+uIagq/am7zvXExklzu8+uaXIMumUvdzR9jE+tv2P57aZpkk8N0V/+DBD0ROEU8OklRiGqWETnficIar9bbSFttFcvhGb7FzR8d00DaKZcUbjXcykhonlJklkp8mpKVQjP5exyi455gScCm8j1b426gNrqPA2rvja4HJcFzOLbmpF7nCCUDALrqm+jTXVt127hlnc0JR76ij31LGt8dFr3ZQFIwoS1f42qv1t17opc89va8Mj17op1xWGqWNc4KomCCL1wTXUr4AVYimIokRDcC0NN1F82bVCEEQCrmq2Nj7C1sal9f1kLsJQ9DgBZxUNZZ0r3MJSTNMklY8yEjuF31l50X6oGSrTyQHC6Xfq9LhsPmr9q/E4ggu6liTK1AU6qPK2MJUaIJmbodrXRtBdXbKvqueZSvaTzEXwOspuasFCFCSqfC1U+VoWtL+qK8ykh4hnpzFNFixUKFqW/pkjc66PAgIBV9WC4jE0XSGcHiaZC1PlayXgKq2y/m7GxES/wA1UEASCrmq2Nr6HrY3vueptEgSRck895StgdbpaXBeChYWFhYWFxc3CUPQEf//Gr7C96XE+c+tfXPHrGabOcPQE/7znd9nW+Cg/teNP591P1fOcnHidPf1PklfTxHNTVPpa+fi2P6ajateirplRE7za/VVOjr3C+zf9e25peX/JPmklzstn/5mh6Ak+vOWPWFtzx5Lu72pjGDrh9BDD0dNz2wRBQBQkHLKbgKuakKceu+xasnY6o8R5q/fbHBx+hveu/03uXPXxBR2XVRO8dPbLzKSHySgJYtkJtjc9zi/e/jcLODbF7r7vcHzsZR7f8Ftsb3psSW2/eblZ85VdXSzBwsLCwsLC4gZGEApa6+1N76UttO2i+zkkJ1vqH6YhuJbJRB9v9X0L/QrWmrFLDlorthF01xBwlVo0rlc0Q+H42Ct8+9Cf4JTdOG3eQi0YDByyh/pgJ1sbHmFD3b14HGVX1RXbYy/jsQ2/QSofpT98iJ+c+vyCj7XNxuBIorTsuBsLi4thCRYWFhYWFhY3MKIgUR9cyye2/8ml95sN5K7wNhJ0FYJDI9mJK9Yutz2wYE389Ygkyqyq3MnGuvvQDY2MmmAi0UvP1D5GoqeQJTub6h5cdL2E5XAuQPtc+8TT/7DgY502Lzuan2AHi09xbWGxUCzBwsLCwsLC4gpgJRW5sZEEmdbQFu7r+AxQ8MGPpMd4/vQ/sHfg+5wYe5XW0BZCcsMyrmL1EoubC0uwsLCwsLCwuAKIokgsM0H39D7i2SkEQSTkqaelfHNRevSsmqR3+gDRzAQdVbtKkjeMx3vomtpDhbeR9sqdc2kjFS3Lq93/OpcKVxQkavztbKp/YEXvI5EL0z21l2hmHEEQKHfXEbpIKmLd0OifOULP9L65bS67n3U1d1M5T12bSGaMI8PPsapiOyFvI91T+4hkRtENFbc9SH1wDU1lG0qymClalolELyOx06Ty0XlrSGxpeIQqX8uK1bYSEAh56llXexfdU3uZTPaSURKEPBDNTHB09AW8jjI21z9UFKiu6nl6pw8wnuimo+rWoiK+giCgGSpD0RMMR0+SURKzaXU7qA+uncuWuVQMQ2ckfoZT46/NbXPavHRU3UpdoOOSx8azUwxFTxJJj5DXMoiCjMvmpcLbRHP5Rpy2lSlwa3FzYQkWFhYWFhYWV4BUPsqPT/0tg5HjaLqComWRJTsb6x7grlU/RaWvGSgE8h4a/gm94YN4neUlgsVo7AzPn/571tXeTWPZ+jnBwjB1BiPHySgJ4rlJppL9bG96fEUFi1h2kudP/yMnxl7CMA1cNj8O2U2Ft7GoDsc5TEzi2Ul6w4fIKnEmkn04ZDchd8O8gsVMaphnTv4NtzS/H1m00z29F93QZ9Ns52gsW8/d7T/FpvqH5o7Ja1lOT7zJW33fJJEN47J5yWkpJhN9ZNQE9YG11Pjb6Ky+sxCPu8ImAYfsQZZshXoGszEqkcwIz536ArWBdtbV3FUkWGh6nmNjL3Fg8Ec4bd4iwUI3NHrDBzg7tZtwaghVz6NoWco9ddze9nE21T+IZxnFBE1MUrkIfeHDZNUE08lBEMBp811SsOifOcLege/TPbUPVc9hkxwYho6i56gPruFnbvnflmBhMS+WYGFhYWFhYbHCmJgMRU5QF+zgrlWfxOMIks7HODb6Irv7voNDdvFw568uLAXrRRbGdtnF4xt+m5yaoie8n6eO/fnK3gTwZu+/8WbvN1hTfTs7Gh/HYfMSz05wfOxlhqMnkcXiQmCSINNRdRvVvjaimXFe7vpnplIDl73O8bGXcduD3NryQco99Shahp7wAfb0fw9BEGgJbcXvrABgKtnP7r5vEUmPclvrR2kJbULV8xwcfoZDwz+hqXwDd7d/iprA6hXP4W9iMpMaJp2PUR9ci112Let86XyU4egp2it3snlNwdIxkehj3+BTvHT2S5S5auiounXJBXpFQaI5tIn3uX6PeHaKt/q+RV/44CWPCaeGeeH0P3Fq4nU21z/E6qpd+JzlqHqeeHYKVc/hXKYlxeLmxRIsLCwsLCwsVhyTvJbhvet+g7aKbQWXF12hzF3LeKKH0xNvsqXhkSLt9WIRBYnaQHshsPgKVDSOZSbYO/AD7JKLx9f/Fs2hQtCwpisE3TV8de9/LBEsBEHA5yzH5yzH6wzhc4QWJFiEU8N85tbfZmfz+5BEGcM0aAh2MjBzhKnkABOJ3jnBYjo1SP/METbVP8CtrR/C6yibvbbIUOQEWTWJ2x7AscxF//kYpk5GSTAcPcHhkefIqAlWV+3Cv8xq6aqRp8bfxkNrf4lKbzOCIJCZrWr+Zu836ZraQ31wLT5naEnnFwQBjz2Axx4g4KzipPPVyx5zZORZzky+RWf1HTy67teo8rchCmIhM5ZpkNNSN3VNEovlYQkWFhYWFhYWK45Ata+V1oqtc8XPZMlOta+NlvJNDMwcZTR2dlmCxZVmOHaKZG6G1tCWokJ/smSnPrCW+uBawqmhFblWmbuWjXX3zcVDiIKI11lOXWAN3VN7SebCc/sqWpacmsJtD+A+z03I5wjhtHlJKzE0XVl2mzRD4ejIC0QyY5imgaJlCaeHiWUn2VL/MBtq78O1THcgp+ylIbiOSm/TXD9x2/20Vmzl2NhLDMdOkcpHlixYLBbd0Dg98RY5LcXtbR+l0tc8F0sjCAKCIBU9cwuLC7EECwsLCwsLixVGQKDcU1cS4GyXXZS56zg7tYdkPnyRoy/gGtXtiqRHMUydan8bAsX3IUt2yty1KyZYVHgbsUmuogrUAiJ22VWoiGy8E5ztsHnw2AOk8lFS+cicJSOenSSrJAh5GldEo26aBvHcFERMBEHCaXNT61/NHW0fY031HVR4G5ftauWUPXgdZSXn8TurcNl8JHLhuSrbV4OcliaRDyOLDqp8rYiCtUy0WBxWj7GwsLCwsLgCSKKtZJuIiCzaME2jaLF8KUyuXBG7S6HpecCcd5EuIK6oO4xDdiOUxJII8yZjrfW30161i66pPbx45ousqtxBXstwaOgZUvkId676BAFX1bLbJIt2Ntbdz52rPoGAgCTacNl9+J2V2C8Qgi6FCZjm/NKhIIjzZq2SBBlRkDCM7FyA+NVANxQMQ8cm2ZBEecH3aGFxDkuwsLCwsLCwuAJk1WTJNt3UyKopJFE+L/D33OLNhHkWoDktjT5POtUrjdPmQ0CYN37DNPV5s0JdDSo8jdy56hOk8hF2932bY6MvIokyHnuQB9b8ApvqH8Ihe5Z9HUEQKXPX0lZx8Wrm5+0NzC9AmKZBVk3Me5RmKCh6rmR7Xsug6Qp22TWvgHqlsMtuJFEmp2ZQ9TymaVrChcWisAQLCwsLCwuLFcbEZCLeg6rnizT7WTXFRKIHl81HubseKGinZdFOXsvM6/Yylegjp6auWtvPUeNfhSjKDEVPYGAg8o5mXdFzTCb7r3qbzhHLTKBoWe5a9Uk6a+5Ekmw4ZS9l7pqCQHSVF8N2yYkgiLM1NYotDJqhMBo7O+9xWTVBNDOObmhFtTrC6SGS+RnaKrbilK9eWle75KLC28Ro7Cx94UNUeJusQG2LRXHVBYuPbfuvPLHhd4pcRu2ycy4vt4WFhcX1wvamx2ir2FqkRJYlG6HZBaGFxUUxTWLZSV7r+Sr3d/wcoiCR1zL0TO+nf+YI7ZU7aC7fCBSCdf3OClK5CIOR43TW3InfWYmJydnJtzk79TY5NX3Vb6GxbD2V3mbGE90cGv4xtzS/H4CcmubU+OuMxE4TWGZWpKWQzEcYmDmKqudoLF9PW+V25Kuo1Z+Pcnc9DtnFRKKHwcgxOqvvRBBFVD3H3sEfMBY/i8ceLDlO1fP0TO/j7ORuOmvuRBBEZtKjnJ54k0QuTGtoG37X1XvGoiCyrfFReqb388KZL1Ltb6MttG0u3a1uaCSy07gdgRt63eaUvfzhI08Vje2iIM5lGLNYOlddsKjytV7tS1pYWFgsCb+zYi4w1MJiMQiCSGtoKy+d+TKnx9+g0ttMIj9Dz9R+fI5ybm35ML7ZvmWTnLSENlMbWM2e/icZj3dT6WsmnY8yEjtDwFmJx1Gaiadnej+J7DQZNclQ9DiGoTOZ6OXN3n/DIXvwOsqpDawm6KoGYCY9wkj0NDk1xXR6iHB6hIwS5+joC8ykR3DaPFT72qjytiBL9tk6Gb/FP7/9uzx5+H9ybPRlfI5yplIDTCcHaC7fRCwzXtSmWGaCkdgZMkqcWHaCiWQvWTXJifGXSebDOGQPlZ4mqgOrsEvOJT1btz1AjX8VR0ef59uH/oQfHvu/IAjIog2fo4K1NbdzS/MHCLqr543RuBK47H62NryHF89+ia/t+0M6qm7FZfcykehlKjnA6sqdjMW7S44LuKoxTIPvHv6f1AVW47YHGE/0MBQ5wbqau+mouhW79E7a3N7pg8SzU+S0FMPRE+imxmSijzd6voHT5sXjCFIXWDP3zpO5CEPR42SUOPHsNMOxU+TUNGcn3sIwNJyyh3JPPTX+dpy2gvvYxrr7GI6e4rXur/Ll3b9NS2gz5Z56cmqKmfQIqp7nZ3f9OVWzBR5vRERRorl807Vuxk2J5QplYWFhYWGxwgiCyH0dnwHgla5/5uDwM5hAc9lG7m7/FJ01dxWl8eyoupUnNv4ub/R+g4GZowxGjlHmruXWlg/SEtrCk0f+rOQa3z/6/zGR6MEwdXRDRTc1hqInefLI/0JApMLbwMOdv8qOpscBODX+Ok8d+78YpoZuaihaDhODN3q+gSzaEASR21o/wsOdv4JfKgg9nTV38fO3/TXPn/57To2/iizaaS7fyPs3/T5pJc5zpz5f1Kae6QN8/9j/IaskMUwNRc9hGBq7+77DvoGnEASRzfUP8fiG36bcU7fo56obGsPRExwfexlBEKnyNuOaLdamGQrh1DDPn/4HYpkJHu78VcrcNYu+xlIQBZEH1/4iDpuHvQPf5+jo89gkB43BdXxkyx+h6sq877DGt4oH1/4So7HTHBx+hmhmHKfs5fa2j3JH28ep8a8qcuv60fG/ZDh2CtM00AwF3VAZjZ3he0f/NwIifmcFj234LXY2PwEUqrZ/88Afk1ZiGKaOqufQDZUDQ09zdPQFBEGgs/ouHtvwm9QGVgOFyuKPdP4qTWXr2TPwffpnDnN68g1skhO/o5J1tXctqxq4xc2NYF4sVYGFhYWFhYXFotF0hYwax20LgCCQV98JvpZFG3bZXeK6Y5rm7GI/i2YoYJqIooRdciGJ8lzAt0P2zAkkqXzkkpmlREHCIXuwywXLQF7LXDZWwy65cNjcRZmKdEMlp6bRTRUQZu/BhWEa5NU0DptnzvqgaDlyWuqSmYxskgOn7EUUJTRDIaMkkEQbbpu/aBFtmAZ5LY2mK3PXGIqe5IfH/i+GqfPo+l+nLrDmPKuESUaJ87X9f0Q4Ncgv3v53tIQWr5U2TRNFz5JX09hl95wmfyHHqXpuTphCKGSScsjuQmE5NYlD9mKXnRimgaJl0A0Nh82DYWgoehbD1Gczbjmxy86SjFGpfBTdUC/aBkEQcc5eA0DVFbJq4pLvQ5bsOGVvUYwHFPqxMiuIGKaBIAiIgoRNLFizVrqqucXNgWWxsLCwsLCwWEFkyY5fescvXnYEL3uMIAjIgg3ZPn+swHy+315H+aLa5ZDdS/KLl0Qbnovcw4XuTHbZObeoXQiyaL+ou6EoiAVrxHmPJJaZYDh6gi0Nj9AW2la0GDZNE6fswWMvY1g9iW4srUieIAhLelaCIGCXXedl+yrm/CBoURBxnl9cb1ZYuxyLjQGwSXZs0tLcOWXJjizZL7+jhcV5rLhgUTCAmJiGjmHoYBpz20CYrdwoIogywmwwkJXKzMJicZxvaLS+H4vFYvUfixsVWbRhkxxEM+NMJfup8DZSSPVqYhg6x8ZeZCR2ivrgGqtCtIXFNWBFXaFMQ0dTMiRnBpjseYvJvj2kwv3kUjPoWh7Z5sQdqMVf3UHNqtupWnU7Tl8lst1tTW4WFgvE0DWUTATTNHB6K0EQre/HYsGYho6aT6GrWWwOH5I1/lrcQEQz47x05ku82fdNAs5qGso6cdn8KFqG8WQvM6lhPI4AH97yR6yvvddKlWphcZVZEcHCNE0MLU9s4iy9e7/O0PFnUHOlhYEuxO4K0L7rp1l3/2exOZZfzMbC4t3A9OAB3viXXyKfnuH9f7QPl7/aWhhaLJhUZIhjz/45g0efYuvj/4XVt30aSbbcHSyKMU1zrjja9Ta+JHMzHBt7iaMjzzOdGkLVc9glJ8HZYnbbGx+jytdSEjNgYWFx5Vn2V2eaJpqSZuzUS5x4+W9ITL2TTk2U7Mh2F6JkA0HA1DU0LY+uZsE0UbJxMolJTENfbjMsLN41TPfvR9dKK7VaWCyE1MwQqcjQtW6GxXWOrhkkk3kCQRfLlStUVUcUBERp+UKKrhs4pSC3t36UO9o+tryGWVhYrDjLFix0NcvoqRc4/sJfkpoZBECUHbj81ZTXb6C8fhPusnpEUSKfjhCb6CI6epx0bBRdzdK67YPI9hu3yIqFxdXENAzCgwfQ1fy1borFDYhpGqQig6SilmBhcXFM0ySRyJNI5PD5neRzGpqmoxsmTqeMoZs4XTZMwySf15BtEtmsiiQJOJ02NFUnl9ew2SRsNonB/gh2h0xllReHXSI3ez6n04amG2iqjiiJmKaJx2MnlVIQAKdLRlMNNM0AARwOmchMhmg0S1NzEKfThixbmYksLK4nliVYGLpGZOQYZ17/pzmhQnZ4qWq7lY7bP01V261Icql/Yy49w9jpl0lM9xKsW48oWeZKC4uFkEvPEJ/qwbxEikkLi4tRiIEbJJ+KXOumWFzHmKbJ4EAUVdOprw9w9swU6ZSCphsEAi4EoLm1DE0z6O+LUFbuor8vgsdjp6kpSCKRY3AgSktrOaFKD/19hf6m6wZer4PenhnSqTxV1V7i8RyqomObFTg2bqrl2NEx7DaJymovmbRKPqeBAJWVHlJphYG+CKIgUFfvxx9YWpE9CwuLK8PSV/SmSS41zeCRp4iOnQBAsrmoW3sf6+/7LMHazose6vSEaNvxUbBKaFhYLBjTNJkZOoSWu3QeeguL+TBNk3R0hFS4n0KWPguL+RFFkaaWMk6fnMQwTdJphbqGAFVVHl58vpvNW+s4dWKCsnI3ogjjYwlCITeGAdPTaTweO1U1PioqPQTLXFRUeigrd9PSWsbJ45OYpkltfYCJsQTJZJ7NW+uYnkqRTOTpOjtNIODC67UzPBgjEHTS2l4OJvT3RWhqDmLoJh1rKxHF6yv2w8LCYhmChWHoxMfPMHTsmdktAmV162i/5ZOXFCqKWKSvpa4p5NMRcqkwai6Brs0WEZLt2BxenL4KnN6Kea0k5zBNEy2fZqp/D5ggiBLuYB3BmjWLaks6NkYy3IeuFHzdAzUduIN1iJcIFjNNAy2fJpuYIp+JoClZTENDECUkmxO7K4jLX43d6UcQF2beNU2D2PgZMrExRMmGr2oV3rKGoutl4uPk0xG02dgWUbIh2VzY3QGc3gpsTj+iKJWcOzp2kkx8AjApq12PO1hbCNTXFbKJSXLJaTQlg6GrIIjINid2V6BwD+7gRYvn6JrCzPBh1GwSV6CGYM0aBFEmHR0mHRlB1/PYHF48ZY1zgcnn3lsqMkQuFQbTxOby4y1rwOENLbhQj67lZ9senm27AoKIJDuwu/w4vZU4vKF5n8eFJKb7SEeGMXQVX2Ub3vJGRMmGYejkktNkExOo+RSGVihmJMl2bK4ALl8lTm/FXLrl+SjELmVQcwnUXBIll0TNJRg+/gxq/h3BYqL7DRzuIDD/t+T0VVBev/GS17pamKZBPh0ll5xCycbR1dkiUgtY49rdQUKNmwvxWheQTU6TnO5FzaVw+irxV63C5ijkhzcMjWxiilxyCjWXRNcURFFClB3YHB4c3gqcnhCS7dKZY0zTRFez5NMR8pkoai6FoeUxDB1BEBElG7LDg8MVxBWoRrK5LutLns9EiU+cRc2lcHjL8Ve2Y3f5MU0DJZsgm5hAyRSek2nqCKJcaLOnvDDWSPaLXqPwnaoo2ThqLomaT6HmEoQHDxGbODu3X3yym7EzL19y3KpuvwPJ5rzs/ZxL4pFLhcmnI4XMU1oe0zDeeUZ2FzanD7u7DIc7WEg7fp0FBlsUYiIS8RzptEIqpWCa4HLZkGQRURIoD7k5engM04Q1nVX0dIdRFJ1gmYtQyI0oCUSjGbq7wnSuq8Jmk0inFRLxPLJNxDBMlLxGW3uIrjPTiKKALBdcoZwuGSVXiLts76hgJpzG6bSh5AtWWkkS0XWDaDSLz+fAbr/2Y5uFhcU7LFmwULIxxnveQMnGgEKGp+r2O6lo2bFSbZvD0DWyySlmhg8z3b+PyMhx0tFhlGwCTAPZ6cMTrKe8fiNVbbuoaN6Oy19zURerfCbCnm//Hkomiig7aFj/Hm792F8iyfMXJroQ0zQZOvpDzrz+j+RSYURJZtfH/opGXxXMM0Gbpomu5YmNnyY8cIDpwQPEJ86SS4XR1RyibMPpCeGrXEVly04qW28hWLMWu8u/oGfTtfsr9O3/JnZXgPUP/DZr7/oFdE0hGe5jovsNJnveIj55llxqBtMwkB3uuevVrb2P+nUP4fJVlZz77JtfYvDIUxiGxo73/Qntt/0M2cQkkz27mex9i8jIMbLJKbR8BkGUcHjK8Fe0UdGyk9qOuwnUrJ0325eaS3LoR39CdPQ49eseZtdH/pxMbJSu3V9h7OyrqLkE7kAd9esepG3Hx/FXtaNkooycfJ6Bw98nNn4KQ9fwhpppWP8wLVs+gLei5ZLChWkaJMP9hAcPMdW3h8jocXKJSdR8GkEUsbuCeEPNhBq3UL3qdsrq18/7TM5n8MhTdO3+Ckomytq7f4V19/0aIBAe2M9E95tMD+4nExsvZEgTBOwuP75QC6HGrdSuuYfyhk3YXfPnWdfVHGNnXma6fx/p6DCp6AiZ6Ciaki7ab+93fu+SbazrfIA7f/oLSNdYsFCyCaJjJ5nseZPw0GGS4T6UTAxNybIQyaKy9Rbu/tkvYXeXPq+Z4SMcf/7/Ehs/Re2a+9n86H+krLaTfDpKeOgQ42dfITx0mHRkCDWXQpTt2N1BPIFayhs307z5fVQ0b5/3uoaukU/PkAz3E5/sIjJ6gsRUD+nYGEo2hqHlEUUbssONy1+Dv3IVla07qWzZSbBm7SVTAccnuznw1H8lPnGGqrZb2fye/0iwtpP4ZBcTPW8x3beHxHQv+XQEQ9eQbA7cgVoCNWupXX0X1e134A7WzdvvTUMnMd3L4OHvF6wU0RHS0RGUdKSoAm/f/m/St/+bl3z2T/zBW3iCDZfcR9cU0tERwoMHCQ8eIDZ+mkxsDCWXwNDVOaHI6QnhKW8kULWaYN16yus34A21WO6w1xmKopNOKTgcEqlknlCFG6dTRhJF6uoC2O0yratC2GwiwTIXTS1ljA7HEQUB04R0SkG2SQSCdmx2iaoaLxNjSaLRDHV1flRFR9cNJEmkusaL22PH0AuVndvaQ5w+OQkUYirKQ24cdglRFKio9ODzO/D5HISnUjgckiVYWFhcZyx5NM9nYkx0vzH3b29FCzXtd1zSWrAUDF0lPtFF38HvMHLiJ2Ti4yX76Kk8+VSYyMhRRk49T8P6R2jb8TGCtZ0laRQFQcDlq6Jm9Z0MHf1RIU3u2ElSM/0EqjsW1CYlE2Vm+Aj5TBQAX0Ub5XXrEee594KmPcXo6Zfo3f9vTPfvL/GPN3SF1Kw2frLnTcrqNtC28+M0rH8Yhye0YI2eYejk0zPoap6Z4SN07f5nRk+/hKEVB/oqGQUlEyMx3Ytkc1LVduulF9EmxKd7yMTGOfPmFxk4+F2UbLx4Hx0ysSyZ2BiTfXuY7H2LtXf9EjWr77pkcH5qZoBsYoLjL/41Y6dfnFv0JMN9dO/5GmouxYYHfovJvt2ceOn/kYmNzh0bGz9FOjqCaZp03P4ZnN7QRZ6LxvTAAXr3fYORE8+jq5mStmfVCbKJCcID+xk5+RwtWz9Iy9YP4A21LOj5pyNDZBNTjHe9Stdb/0wmNs6FC+Zccppccprw4EHGu15lzZ0/T+PGx+cVINV8iqFjTzN66oXiHwQRzlsYCpdJp1jQRF9bjXA+HWXk5LN0v/2vxCbOYBo6omTD5vRjc/rQlOxseurznpcgYHcGsDm9yA4vgeoOhAUsPtVcQcOfTU4xeOQput/+V1KR4aJnpqtZsvEs2fg4iXA/5Q2bLipYKNkYQ8efoW/fN0lM9xascxegGzq6liskpxg/xfDxZ6hZcw/r7/ssFc0LU7QomRipyDD5TJSut748m/mr+Ls1dIV4Lkl8sovRUy/Qtv0jdN7773AH60v6qGFoRMdOcOaNLxZfSBAueMxioU9dgsv1Hl3LEx05QfeerzJ25uU5ZdP5mIZOXsuTT0eITxWsJLLdzaZHfp+2nT9lCRbXGR6PnQ2baub9bfvOgpC5aXPt3La6Oj+1tT5ME0SxYGFuaAwiCIU51+t1UFnpnfv3xs21GIaJIEBTcxAoxE+cY9dtTXPnOp+yskJl6nUbquf93cLC4tqzpNHcNHTyqTDJ8ABQmJy8ZY0EaxboArVADEMjPtnNqVf/jpGTz2HoKqLswBOsx1veiM0VQEBAzSdJx0ZJzQyRS07Ru+/fyCWnWXffr1FWt77EfUKQbDRteoLhY88U3DMyEcbPvrZgwSIyepxkeGAuTW7t2vtxeMpLF6CzrgGDR3/EqVf/jnRkGEGUZjWbbdjdZQXXGV0hlwqTDPeTS4aZGT5MLhXG0PI0b/0ADnfZgtplGhrZxASxiTOcevXzjHe9hmx346toweEpR5IdmIaOko2TTUyiZGKU1XZeVjMPJpGR43Tt/grdu78CCPir2vGUNWJz+hAQUHJxkuGBwkLf0Jju34cgSDjc5VS07Ljo4jwdHaX/4HeJjBylpuMebE4fyek+omMn0JUM412v4g7WMdH9BqauUrf2fiSbk8R0H4mpbtRcgvGu16hqu5Wa9jvmabrJVO/bHH/hr5gZPoxp6NicfoI1a3B6KxBtTkxdQ8nGSM4MFrS7MwN07f4Kai5Bx52/MOdadini0730Hfg2/Ye+i5KO4ilrxFfRit0VQBAltHyKVHSY5HRfQVie7OLsG1/G7grSsOHRkucj21zUrb0fT7C+aPt0/15iE2fmFrhtOz6KbL94DZhAdQeCcO00eoamMHb2ZU6//o8kp3sRRIny+k2EGjfjKW9Ekh0o2QSJ6V4me94suLkBkuykft2DVLbegsMTwlNWj2S7fJCmko2TS04z3b+Xs29+mVxyCre/BlegBpvDiyBK6GqWXCpMJjaGzemjsmXnRc9nGjqpmSHi0z2YyQrqWQABAABJREFUuo7NFcAdqMXlq8Tm9CHKDkxDQ0nHSEz3kE1MYpoG42dewdBUbv+pv8Hprbhsu3OpGUZPv0guOc1U/x7sriDBuoLVTLI5MXSVXHKK+GQXSjaBrmbp3vM1ZLuHTe/59wgXjHGiKBGoWk3H7Z8p2p6KDDE9sA8lEwOgomUnZXXrLtlHZIfv4s/HNElFhjnzxj8ycvI5TNPA5vDirWjB7a9BdnhAEDE0BTWXLDz3+DhqNo6Jibe8eV73Nosbj0K9i9L/f44LhYBLCQXzHb+Y3y0sLK4dSxIsdE0hEe6f04TLdjee8oZ53RSWimma5JJhuvd8laHjPwbTwO4uo3b13dR1PkCwtnNWQy2gZGMkJrsZ73qN0dMvkk1MMnLyOWS7m40P/y6esoYidwFBEKlo2oq3opXkdC9KLsFk39us2vVTc77ZF8MwdKYHDsxpzm1OH9Vtt2Fzlk6+hmkwPbCfU6/8HenoMJLspKJ5G40b3kt542bcgRpE2YGuZknHxpju38fwsaeJjp8iHR2me+/X8ZQ3UrP67gUVsDJ0jdjEWXr2fI2pvj2UN2yituNuyuo24A7UItucGIZGLjVDamaAVGSIytZbkC9zzwCxiTPEJ84g2Vw0bngPdWvvJ1C9BoenHIBcKkxk+CiDR59ism8Ppq4W3FC6X8dfvXo2DqAUTUnTf+h7tG7/MG07PobDE2J6YD+Hn/4T0tERcqkZ+vZ/C9M0WLXrkzRvfj+yw8PYmZc588Y/kZzuJTHVQyo8gNl2a0ksQXyqh1OvfoGZ4SOYho6/qp3mLR+kum0X7rIGZLt7btEWGTnG8ImfMNnzFkomytCxp3EFamjf9dOXLeCYnhmid+830LU8dWvvp2HDeyhv2IzTW4koySiZGLHxUwwde4aRU89haAqJcB/DJ35CRfMOXP5i4c7m9LJq58dLrnP4mf9BYlY4Adjw4O9c1wXykuEBho49QzLcB0CoaRtr7/plalffWbBkzbY7lwzTd+BbnHjpb9DVbMGy6K9m1c5PLOp6+XSU4ZPPMjN0CNPUadr8BJWtu/BXrsLuDiKK8pwiIjHZg2nql3TzcfoqqV51O6mZQWSHh2DNWgLVq/GUNRaE9fMW/TNDh+k78B0io8cwDZ3p/r2Mn32V1u0fuXy7M1HGTr+EYWgEa9bSsP4RqtpuxVvehGz3oGt50tFhJrpep3f/t8gmJgGT3v3/Rsv2DxXcrs5DlGyEGrcQatxStH301IskZwbmBIuG9Q8vq0CeruaYGTrE2JmXZyvBV1C//hEa1j08K1j7QRDRtRxKOko6Okoy3Ed8shsEKKvbgGQJFhYWFhY3DUsSLAxNIR0dnvu3zenDHahbsUYVrpFnun8vQ0d/WIijcHioW3s/6+79NQJV7UWB305vCH/lKsoaNiI7vPQf/A75dIThk89S0byNlm0fLloYCoKAzemjYd3DnH7tC5i6RjLcT3T0JFVtuy7Zrmx8nNjYqUJ8B1DesBlfRUuJ1u2cC9SZ1/+RdHQYQZQpq1/Phgd/m8qWWy4Izg7iDtRSVrMWpzfE6Ve/QGK6l8RkFyMnnyNQs3ZBWnPT0ElMdZOJjVHRtI219/wKVW23Is+n6TXvQlUyiAsMntSVDKJkp3nrB9n44G/huaA9Tm+osJBwB8mlI8TGTmJo+ULNkujIRQULKCyiV9/26VkBUKBm9Z3UdT5I9+6vYGh5MvFxajvupn3Xp3D5q4FCQOn0wH6S071o+RTZ5CSami0SDA1do+/At4gMH8E0NFy+Ktbf91maNj9REjTq8lXir1qNL9SCrmSZ6t9LNjHJ2OmXqGjeTuVlXFrOFayrWX03Gx/+Pcpq1xe9Y4c7iKe8EU9ZA7lUmKm+tzENjcR0L7Hx0yWCxc3CzPBh4uNnwDSR7W5at32Y2o5S9zinr4LVt32a8a7XmOrbg6Zmmeh+g857/t2CYo3OoWTjjJ58DpvTx6pbPknbjo/hCdaVCJwVjVsxNxgoueQlEyUIgkhF8zZc/mocnlBBGTCP247LV1lQdvgq2ffkH5BPz2AYOiMnn1+QYGEaGpqi4a9qp+P2z9C48bGS+3YHagjWdKIqGXr3fh1NyaDkEoyfebVEsLjElRa438JQc0liY6fn3LaCtevouOPnCM5j/XX7awqJPUyTbCqMlk/j8IYWncTDwsLCwuL6ZWmChaGhZhJz/5ZszgW76ywUJZtg4PD3Z32vwRdqpX3XJwlUr77oMZ5gPat2foLYxGkme95CVzL0H3ySmtV3I9vdRQtJUXZQ1/kAXW//C7qSIZ8KM9H9OlWtt1xyopsZPkpyZoDCBC1Qu+YeHJ75fPtNwkOHmOzdDRSC21u3f4TK1l0XXcifE56mBw6Q/P/Z+88wSdKzQBe+w6X3VVneV7Wr9ma6x3urGXkkEAhYFr8G1rDunLMLezjLLrvssqAPI0AgWIRAXhpppJHGm+7p6Z72pkyX9y4zK31muO9HZGVXdfnqajeT93X1NVOZkRFvvBHxxuOfmQFMQ2Os6w2a9n/CEo5WrXxkoqtZXP5qtj34i1RvfXD53wjCqlb4a36AO1jLjgd/aZFSMYck2yhvPEBly93ERi8CFMPTVqK84QB2d7A4L6Jko6LprkLYFSh2N8GanUWlAixFxuW/GuObT8fQcukFikV8spvx7jdRc1bCc8O+j1hhR8soU5JsI1i3h/o9zzI9dBpDyxMb62Bm4BTl9ftXraxkcwbY/sAvEKjasaSwKooS3nAr9bs/xGTvMcCy1Cdn+oGHVtz3nYhp6CQjQ2QK198drMdfuXXZnBvZ7qJ628NM9r5TKGc9QzIyQKh29zqOqaHlUjQf/BRtR34Sp69q6edNEAqheoFV9+nwlK8pnEkQRKq3PYKvoo3p/iimaTA70bnq7+awynU/Rm37k8sqU4rDQ8uhTzN49nm0fBpMa525VRiGRj6XmDc+Nw73Ku8CQcDpDYM3fINHd+cSGT7PRO9R8umruWxVWx+krH7f0oaiDzjJmUGm+k+Qnh1FVlyEmw/hr9y+arW3m0k+G2fo3PesnK8CnlA9NTset56H60TX8kz2HCM6dgnT0PGWN1PZek8xqqBEiZvFxnIsTAM1f7XkpSDKSDbnktvm0jGGL77I7ETXsvur3vogla33FS2BpmGQjo8z1fcuYL1wQ3W7CdXtWXVs3nAz4aa7iI5cIJeKEB29SHzyCu5g7YI4ZEEQ8ZY3U1a/l8meY6jZBDNDZ8gkp5bNOdC1HJHhs8UwKFeghlDd3iUFdNMwGLrw/ULIioDDG6Z2xxOregfs7jL8FVbZyVwqQmZ2nMR0n/VCWWaO5yMpTsJNd1HVdt+aS7CuBUGUqNrygOUtWgG7K4gn1ICkONDVrFWaM7dy3wVvecuCJGSxUAJ4DtnuwVvesuA3suK04rcLaGrWKh07j/ErbxeEWhNRttO49yNIsn3FayDbXPjCbbh8VSQjg1aY3XQf+czsqgt0edNBgrW7VixVK9uc+CpakW0utHwaLZ8qFgF4v6FrOfKZ2eJ1cfgqkO3LJ/IDeEKNxf83DY1sYnrdx/WEGoqVzm52iJgk2/CFW6xQLN0qG2vo2pqSkz2hesobD+JY5T7zhVtweELFcKhUdHgdI9zc+ZBkG455hpX4VB+Tvcep3fH4mnJiSixNdOwS3Uf/ZkFkgGxzEazeAaV5XUA2OUP/mW/Re+IfyCQmkQsFSXY/+RuFHLPbwyOmZZP0n/qmVeq+QLj5CGX1+69bsTANncjIec798PeIT3ZjGgbe8iayySm23PMzmyoLlCixGhsrxVGokT6HIIjL1kFXswlGLv1wcXWbeSh2DxXNR6Dw8rUqQXUUBVKb00+wZueaKk4Jgkiodjd2V7BQpjHPzNAZKlqOLAhXEgQBxe6hfuczTPYcwzQNkpEhpgdOUb/r6SX3nZwZIDbeYVkKgYrmI7gDtUtask1TtyyvgCjJeIL1ONaweAiCUOwtkUtFmBMctHx6TYqF4vAQXqbj+fUgiBKVrfetGrYgiBKy3Y1sc6GrWXQtV+zjsBxOb3jhwieIC5QGSbbj8C60GAuiZF1PQQDTxNRVjEIyPVihaJGRc0WPl8tfjStQu/r4BQHF4cHhrSAZGQQgl5wmm5xZVbGoaDqMpDhXPIYgiEiKE8XpK/YA0dTsivu9UzENA9O8ek0EQURYUbAVVq1QtBaCdXuWDH+6WVg5S9Z5moaOYahrUyzKGvGWN616j4qSgs0VQhBFTENfVXFfyOaGQikOL6G63SgOH2o2TmK6t5Co30fV1gfwV25b07pVosRGSc4MMNFztKiE5bUcY52v0bjvY/jCLYsKG7wfMQyN8a43iAyfLX42O9HFaMerNB34JLYlckBLlLhRbEixEAQBSbqa7GeaBoaxsvC4HgxdJT55pfi3YnfjKWtc4RcL8YQakec9SLOTXehanmuXF0m2E266C6evstjwbbLnGHXtTywplMwMnSU+1QNY4TqVrfcsGyKRT8dIx0YBS7iYnejk+FdW7jkwRzI6RC41c3Vfmdgia/xySIoTX7h1TduuB0EQ11w1SxCkYpUZ09AX1M1fCtnhWWRVmj//gigtGT4jICAIIqZZOMa842i5JJnZMQzNmrd8Jsap7/zWmhSuXDpKMjJwdV8Fz8JqeMMta0pEFQShqIibhlGsLvZ+Q1LsyHY3gihZleRSM1aTxmUxSceuWt8FUbZi8NeJJ9SA4lh7XsZaMU2TXCpCcqafVHSIbHIGNZtAy2cwtDyGkcfQNKYH37Ma/1394Zr273CX4fCszXI530hiLlECd3k213orSjbK6vfRuO8j9J38quXVHTpLKjLIWPfrBGt2Ut54iHDjQavIwG3QqLHE+ws1nyoa++bQtRxaPm2trR8AxcI0zWJFvaufGZbxSssBJcWixM1jYx4LcaFF2TR0dDW35KaKw0PN9kcXhLakY2NW+NG82Nz5mKZONnlVsBZl+7pyOGyuwIIqJ9nE9ALL6RyCKOL0VVLZdh/9p76Blk8TG79MYmYAX3hh6I2aTRAdvUBmdhywynj6Krcu6+6fa2plnY9BMjJYtICvF13Nrln4FEUZ+2oxzhtAEIQNCXlrQZJWFvbnuvYu/mL53+QzcbT8VU9APh1j8NzzGxqfoalFBWUl7O7QOgSn28M9fyMRRRlPsAGHp5xMfILkdD+J6T6C1e1LPjeGrjLa8Yr1hyBgd4fwlTev+7g2l39TPXaGrjE72cXo5VesppDxCfKZGFo+XfTIWQq0viZFejkku3vVULGrbPT+2VyPhVW9q4qt9/4cNqefgTPfIRUdIpeKWM1MRy4w1vVGoTHkPqq3PUKgatttFfte4s7G4Q4tkg9sriAOb/kHppSxIIiLZBZRsuH0VaKsUC66RIkbwYYUC1GQF3QM1tXskk2RwHKV1+96hprtjxY/m+o7TnT04gqKhbnAQiyI4rridSXFsaAuu5ZPYRpLv+wVp5faHY8zcPpbmKZhdY/tP7HoIZ2d7GZ2vLMYAlbRcnchoXrpF3w+G2ezXuLrElQEAVHaWOnIVXa8YqO769qzKLG6oLQ+Qcq65trqG64BEwNzDddSVpybEsrzvkEQCDcdIlC9g0x8AjWXpOf4l3F6Kwg3HV4gXGr5DF1H/4qZwTMAyDY39bueXrX881KIkrJipaf1kC+Ecvae/Aqz413k09Hi8yiICnZ3EIenHNnmRlIcSLKd+FRPwVu5vudfkpQ7UhASJRlfuIWt9/0c5Y2HGOt8ldGOV0lFh9HzaRJTPSSm+5gZOs3I5ZeoaDlC84FP4qvYUmqMV+K68ZY307DnWXKpGeKTvTg8IZoOfpJgdfsHJrdAlGRqtj/GVP8JJnqOYhomFS2HaTvyUxsuJV2ixEbZmGIh23AH64t/q/lUIZFwiW1FeVFsut0dWjHBVUBY+II1TQx97eEilnX/6kt9uSpAYGn1/spt+Ku2Exu7RCYxydTAezTu++hVZcY0iY5cYHayG7Cq/1iVjJa34M/PORFlO9VbH6Rp38fXfA7zcQfr1lzZQYAbVr5R3CRhbREbHe8KcpsgSAv2G6rdzZZ7fnZDypHdE8K3StI6sGnC7PsJb7iFxn0fIxUZIj7Vw8zQaU49/58J1e/DV96MpDjJZ2JERi4QGT6Llk8hiDKVbffSfOjTG7w3Nuf+19Uso5d+xMVXPkdyZgDT0JHtHsJNh6hsu9/qjeH0IUo2RElGEK0QwAsv/wFD8YkNKLbCTRCEbszaIIgSTm9FoW9OO/W7n2V64D1GO14hOnYRPZ8hl4qQS0VITPcxPfAe2x/8Zaq3PlTKwShxXcg2F3XtTxKs2Uk+m0CS7XhC9ZYX4zZJ3L7RCIKIO1TP3qf/vVWwxDRxeMpxh+o+MHNQ4vZhQ4qFJNvwljcVY6e1XJJUdARdzW5OJRBRWNBwzjC0NcW4z2ElxV59qSsO77KWZCtZuozqrQ8RG7tkNS6bvEJsvKPYXCqbnCY2dplcITwrVL8Hb7h5RWubFeMtAKYVLuCtoG7XU2s+h2sGuebuyZsb6HDnItvdC5Q72eaievvDGyyLLJSUhg0iyXZqdzyOoeXpfOsvmZ3sYnaii2RksFACWsLQVdRcAtPQESWFpgOfYMdDv7KGjvA3lthEF32nv0liug9ME1egli33/Ax1O5/E4Q2j2NyWInDNi9vm8CIIwm36LN7YUYmSUuhMXkGwup26XU8Tn+hipOMVxjpfJZuYQs3GmR48zdkf/DdsTj/hpkN3pKemxO2DzRXAtobS0e9nRFHCW95kFYAoUeIWsjE/tCBid4fwlDWRmOrBNHTS0WHiUz0Ea3Ze96BEUV7gEdHz2WU9IkuRiU8sSBJ1B2pWVQIq2+6j+9jfoOVTpKJWdag5xSI+1UNsoqsYAlHRdGTB+JbC6atAkhQrBlvXSMVGb8rLs2SbsLC7ggXvhKXcWSU5hZIAcwuwOX3U7XyKVGyY7DtTxcIEajaOWWic56vYQlndHup2fYhQ7S4c3vAtLRNpGjrxiS6mB94D00QQROp3PU3LwR/D7ilfcWxqPoW5xoTtm8/NmVNBlLC5/Nhc/kIZ3UM07f843Uf/mrHu19HzGRJTffS8+2X8lVtx3KD8rRIlSpQocXPZcFUomytIZdt9JApVkhIz/Uz2vrM5ioVkW9AUK5+NMzvZBTy7pt/HJ6+gZq42FlqtVK0gSriDdZQ3HWS86w2yyeliqVLF7mF2ortYpcoTaiBQswPFsXLst6Q4CVTvYKbQ9TkVHSITn1jQ5K3EdbKCjCTKNnzhNmaGzqDl06Tj46SjwzjWlWBdYjPQtTz9p77B4JnvkM/MUr/7Q2y592dxesLMeYNESUFSnIXQoluv/Glqlkx8Eq1QytXhqyRYsxO7p2xVhScVGdpwAveN5+YrPJJsx+mrwO4O4gnWoX87y3j3W5iGxnj3GwVvdEmxKFGiRIn3AxuO77C7AlRvebBYIzqTmGK8+80VG+GtFUGU8JQ1FMum5jOzRIbOkp+nLCyHYehM9Z8oll6TFAdl9ftWViwKnWCrtz4MFDoGzwwQG+sgm4owO9lNPh0DoKxhv9XQbZVYaEGUqN72cPHvXCrC8MUXVx1/ic1BEATKmw4WiwyYhk7/mW+hr6G60+2MKNkWhN6s5Zm41Yx3v0n/6W+QiAxQ3niQ7Q/+MuGmu/CGW/FVtOItb8YdrMPhKbstlAoAQ8+jqVdLWCp2N4rDu+pzH5/qtTrr3qaKhSDKiAsKW2QW9CS6kYiSgrvQBHCus3guFUXX8rexh+f24XZp9FaiRIkSK7FhxUIQZQJV26hrf9L6wDSY6DlG97G/JpuYuq5BzXlEGueSnU2D2HgHg2e/u+pvx7vfZGbwNHqh6VjN9sdwBWtXrdYj2z2U1e3B5a8GIBUZJjp6geRMf0FZMhElhfKGA7iDdWs4B5Hmg58s1tPPpaP0nPgHZie6V/1tiTWyiixSs+MxPGWNRWGw58TfMz1w8ja2Jq+OzelfUPggMd13C0ezNiIj54kX8hT8FW04fZWIKxRUuB2Y86DMYfUySa/wC6t6W8ebf35bK3uS4lhQwGAu5+FmIQgiej5bbGYpKY7bRpm87RFESsGuJUqUuN3ZcK0/QRBwBetoPfwTTA2cJBufQFcz9J78GtnkDDse+hWC1TtBFItLoQlWhSdDX9Uhr9g91O9+hqEL3yM2dpl0bIyuY1/E5g5Q2/6kZXUTru7ZNA1mBk9z+bU/IjbRCVhCWOvhz+Bwrx6+IAgCrkANlW330ffe18gkp4iNdyJKCvGCFyZQ3Y6/ctuaX4ROXxXbH/wlzv/of4JpEhu7zLtf+7fsefrfEm46BIs6EZsFy51JJj7JWNdruPxVhJuOrBp6dXUPJeZQ7F7a7v5pEjP9ZGbH0fMZjv7dP+fgR/9f6nc/s/T8Y4Jpks/Emeo/gZZLULXlIZy+W5tIPIe/aptVIKEgvHa88WdUb33I8sgJC88FE6uZ9S0uuWgaetGCP3L5ZTzlTdTueAKntwJRVrhWWBIEoVCwQLxlY5dtbtz+amSbGy2fIj07TmT4HFVt9xf6uQiF7B3ANNG1HJdf/xOGzn13TT1PbhVObxhnoBoKLXVGO1+hassDODzhQoGCeau1WfivIC67fiYjgwye+y4VLfdY5T1FqXj9FlxX08TEIDJ0lvErbxZDVcvqdiMrjhXX57k1UVdzJKb7GO9+k8jIeRLTfeRSkaLCJytObK4ArkANvvJmQnW7KW88hMMbtgo5FO6l1d4FpmkU+pHMqywoCIVzW9/9aJompqEtsa/1K9aSpFhFAUwT09RJx8YZuvB9JnreIjHZSz5rzandHcJfuZWqtvup3v4ILn9N4Vm6PqVk7hwMXSUzO8Zox6uW0WDyCtnUNFrOakg3F9Lo9FfjLW8iWNNOuPEgrmAdomQrzuF6xmPN49p7xGz0eq19LBrR0UuMdLzMVP8JUtP95HNJJEnB4a0gWLOD6m2PULP9cev+Fq0iD6J8feWVTUMvKuVrQRDFBUVMNhPTNME0yGetd+V415tERy+Snh1Fy6WRFDt2TxmeUAPhpruo2vIgnrLGQvlbYXPuR9NAUzNERy4y0XOM6OhFktFB1HQMLZ8pNNd1YnOF8ITq8Ja3UFa/l3DTXQUPtFR415QU9s3kuu44QRApbzzI7sd+nbM/+O/kMzF0NcPQ+RcY63qDUN1uyur24ChUd8mnYySme5kZPl/sSr0S3vIm9j7973nnq/+aXHKG2fFOTnzjPzB07gVqdz6Jt6wJQRBJz44y1v0mI5d+WGxgJ8p22h/9Ncrq9yGs8cFyeCuoaruf/tPfwjQ0Zsc7yCQmi2FV5Q378VW0rekmFAr9JLbe+7PMTnQxdP4FTMPqyvvGX/88ZfX7qGg5gjtYhyTb0dUs2eQ0iel+oqMXiE/2oOXT7H7iX1LWcGBN4y+xEEEQaNjzHPGpHrre/ivy6Si5dIRjf//rXH7j81RvfRBveTOyzY2h5wsdtweJjXUQG7tk5QPs+hDh5iO3+lSKhJsO4w7WkU1MYZoG0wPv8cqf/wRb7/05fOUtSDYHai5FPh0lm5zG4Slf0EPmVlBWtxdvuNVqMBkf58z3foczL/zXRdsJgoji8OAO1FLeeJCGPc8RKoQx3uyFX8AqlVveuJ/x7rfANOg58feo2QQtd30Gb3kzoiiRS80wNXiKnne/TGT4LJgmwdpdxMYu3ZYd1d2hBkI1uxjreAUtnyYVGeK97/wmkeGzVLbei91Tjmlo5DOzZBPT5NMxmu/6NPKyjUCjdB/9G87/8H/hCdUTbj5MqHY37rJG7K4gkqSg5dMkI8NM9h1j5NJLZOJza7SN5kM/jjKvJ9K1mKaJlksy2Xecjjf+jOmBk4XS44tNKHmipGdHiY1dYrSg1AiiTLC2nYY9z9K072OFd9HK91Js7DKnnv9/mew7Xvysrv0Jdj/5GwSqtq0ywwvR8mle+8JPMz14qvhZsLqde37if+Ov3LqufYkFgSybmOLyG5+n98Tfo2aTXDsX+XSMxFQvwxdexOkN03rkM7Qd+ew85XH9mKaJoeeJjV3i4sufY6zr9ULlxSVMWZkYmfgYsxOdjHfNXQcJX7iFul1P0bTvY3jKmhHW0cMkGRnkzAv/heGLP1zT9v5wK4c/9T8o3+R3p6FrxMY76Hzzzxm5/NKi+VeZqyJ5ib5T38QTamDvU/+G2vYnEAQJ2XZ9zeq6jn2RS6/8EdlUZNVtbQ4vLXd9mv3P/sfrOua1WAK9STY1zeDZ5+k6+kWr+e+cIWKOjFVIJzZ6ieELLyIpdmp3PMG2+3+eYE074nWs66ZhkEtHGbn0I7qPfZHYeGehV9ni+zGXglR0mOjIOSxLmxVSXNFyhKb9H6du51Mb6pdUYnmuU7EQUOweGvZ+BENXufTaH5NNzmAamvUy6DnGZM+xlfchSoWKTYutloKkUNF6N4c++tuc/f5/JTU7WuygvFwXZUs48bLtgV+k5eAni7G8a0GSbXjDrYRqdzEzdIbo2KVimVe7O0SwdjdOb3jN+xMEAcXh48CHfwvF7mbg7PNWSEUuycSVt5i48tbKvxelNTaPm/ebNW/5PmANJysIAjsf+edIsp2ut/+KbHLasjaNnCc6cn6VH4uFsKPbZ1YVu4vtD/4yp57/LdKxMcBkZvA0xwZPL9pWEGUa9330lioWpmlQ0XoPLdFhOtLRQnUu68W01Lb5dIx8OkZ09CJ9732NpgOfZPcT/+rmVw0SBALVO2jY+xFmJ3vIxMfRcil6T36F3pNfQZSUouVyDtnmouXQj9O0/+O8+oXP3tQQo7UiyTaqtz/MzPBZRi+/hKGrpGMjXHzlc1x85XOLtrc5/DTsfW5ZxUIoeJYMPU98qof4VA89fHnlQQgCsuKi7e6fombHY8vu2zQNMvFJuo7+FZ1v/sU6c0Gs+8s0VCJDZ4kMnUOS7LQe/syqJdEtj4CxIE/GspRvzB+81L42klMiyXbi0z2cfv63mR58bw2Kq0kmMcmlV/+Y6Ogl9jz5b/BXbtlQ8QpdzdJz4suceeF31umRm7sOGrMTVqlpQ9PY/sAv4FjHu9RaMxbO44pb34BwV13LM9rxChdf/gOioxfXMAiD5Ew/x77yr9hy98+w5d6fxuZauzyy9D4X35vLH17f0H228uEtz9HsRCdnXvgdxrvfXOsv0dUsg+eeZ6LnbXY/+a9p2PMcNqd/3V4lw9CJT3Zz6bU/YfDsd9ZpwLE8sYaWY7zrDSJDZ7E7A9TseGxdYyixMpviI7M5fbQe+Ul84VY63/4CkeELhV4SecttZxrMVX8RRBlRkpFkO5Jsx1+1jbKGA8sudrLipLbdCpvoePPPmR44iZZPFxL+9IKnXkKUFGSbE2+4lS33/Ay12x9d0AtjrbgCNVS03sPM0NlingZAqG6PZa1ap4ZtJYaXs/+5/0hZ/X56TnyZ5MwgupopnIMxb34sJUuU7ciKA1+4jUDNzmVfvCXWhihJtD/8q4Rqd9Px5p8THb1o3Z9absn7U5JtSLIDV6CG8qa7FnSZvx2o3/U0mprh0it/RCY+jq5mMQzNOo+5ECJRRrG5UGzuWzZOQ9dIz44xfPEH9J/6BtnkNLLdY3kgxCXixQuCuq7l0PIZtHya/lPfQBAE9j/3H1cswHAjkGQ7DbufxTR0uo/9jdVJujDXhq5ZXsnCvWJz+mm7+7NsufuzluvdGbgtFQuwLObtD/8qgigx2fsOWi6FoecLFr+rYSSipGBz+VfMT1McPsoa92MYKpqatZ4pXVso/BT68IiSgqw4cPqraTv8GRr3f2zZZ8s0TXLpKJ1vf4GO1z+/4DtRUpBszsJ9JCFg9QwxDR1DVzH0PLqaW6D0ObxlVG97GPEm30ObSTY5Tc93/nOh0qCOIMrINhdSIdRGQMDQNXTVenbmhGtDVxnteAVBkNj7zL8rFB9Z+3vMMDR6T/49p7/72wuEOCvMxFW4DnKxd4tp6IXnOF+4H64qhDZXgIqWu1dsLrsUgiChOLzYXAFMw8A09cJ/C2FrxtJerM3C0DXGu17n4iufW6RUWLKHG1G2IYoSpmksuA6GluPK8b8ln4ksyNvaCFIh3M8658I8zJuDG5o/WAg9io6e5/hX/801hXoEJMWOrDgtz5ogFsLerXnQ81lLXsMqZHP6e/8FNZOg9fBPYHMF13w/mqZBYrqXS6/+EQNnvr3gO0tuso5fXBdMa44MXcXQ8uhqdt4cCbhD9VRueWATJqfEfDYt+E6S7VRtfZCyhv3MDJ9j4spbxCe7ySZn0PNZBElGcXhx+ipwB+sJVG0jVLcHV6B2xS7c1r5thJvvIlC9nZmhs4XqU53kUhFMTGzOAL7yZsLNh6louRuHu2zD3SYd7jIqWu5movstdC1X/Lyy9V685S0b2idYOSMtd/04dbueZqrvONP97zE72U0uHUXXsoiSDbszgDtYh79qG+UNB/BVtK3alVYQBJy+yqJb3R2q37SYSqevCn/lVgxdXdeCqDh9eMOt2N3BgtC10EozV/XLKMyvYncvkjGtjujWOXnLm5ZUrmyuIL6KLWAaOP3VVsWkFajacj+Vrfcw2fcuU33HiY5eJJuKoOVSVt19hw+XvxpfRRtlDfsJ1rSvqFQ4PGX4wq1FAXKtQoukOAshWE5ESVmXF2yO5v0fp7LlHobOfY/poVOkY2No+TSSbENx+HD6KvBVbqGi6a5173szMA2d2NhlLr7yh5ZQI0r4K7dRs/0RgrW7sDsDC71xpoGm5cglp4mMXGD44oskZ/rR8inGr7zFzMBpKlrvXvJYit2Dp6yxKEjaXYFVizWsFcXhpfWuzxBuOsJox8vMDJ4iHR/H0DUUuxunt5JQ/V5qtj2Cp6yx2C+nZvvDTPYdR7F7ln1pyooTb1ljUQB3eMvXPC53sBZ/5VZMQ99QI8Gy+n0c/sR/ZbL3HcavvE1iqodcofKdYnNjcwfxljcRqN6x4hrkLW/iyKd+j/hEN9MDp5id7CI9O0Y+HSu8xE0k2Y7dHcJb1khZwwEqW+8plO1d/hqZhsbMwGm63/7rqx8W+ieV1e+lasuDBKq34/CEkWR7IZQxRioyxOxkF5Ghc6SiQ+Qzs6jZBHW7nsHuCt3RsdRdR/+aXDqKaWiWB71mF9XbHqKsbh92dxBBlMjMjjPVf5KRyy8xO9FVbCxrGjrj3W/gLWtk52O/ti6jW2Kql4svf26eUmE1sA3WtFO97RFCtTtx+KqQFWcxjC4VGyU+2U1k2MqFyaej5LMJKlvvswpqrDMky+Epo+3IZ6louYd8Jk4+M2td28ws2eQ0s+OdVsfpG4BpmsSneug9+ZVrvNwCdneQcNNd1Ox4nEDVNuyuoBViGBthsucdRi6/VDBIZBg4820cnrU/40tR1fYAdleIbHL66hxkZ8mlYqSiQ2vzpGwQE0jFRjn5rf+0QKkQZVsxj6Ky9T684RYUhwdDV0lFR5geOMl491vMTnSi5az7Uc+nufjK53AFaqjb9RSy7FiTzKblUox1vMrQ+e8XPxNEGaevgnDTYSrb7sVX0YbdHUKUbOj5DLlUhERkgNnxTiJDZ0jHJ1Azs+hansZ9Hy3kfJTYTASzVOevRIkSm0wmPsGFl/+Qnne/jGno1Ox4jN1P/GuCNe2rCneGrjHRc5Q3/vrnMbQcdncZ2x/4Rdof+Sc3afQlbjX5zCwnv/UfGTjzreJnTl8V2x/4BVqP/JRljFiBuZLh4z1vM9b5Otsf/CXKGw6s2Ch1jsjIBU49/5+ZmpdjUdv+BHue+jcEqrav6zzUXIpX/+KnmJmXYxGobueen/iDFfM1ek78Axdf/kNS0aFF3zn9Vex46FdpOfTpQvf6hc+TaRqkosNceu1PGDjzraIwBxCo2sGuJ/4lde1PrDkk6uz3f5eON/+s6HmQbS7a7v4sOx/7dWyrKCimaZCeHWOy9x3GOl+ntv0Janc8vqrBbD1k4hOc/f5/o+/U14uf+cKtHPn0/9yUHAstn6Lr6F9z6dU/XuCFdAfr2PbAL9K0/+OWMeMaTNMkPtnN2R/8LmOdry0ZyhduPsKhj/42ger13VfXYhg6E91v8tpf/kzxM8XuoeXwT3Dguf90XfuGQq5TPs25F/87XW//VfFzSXFSteUB2h/+Vcoa9i9rLEjM9NP55l8wcPY7xdL9AL6KNu79iT8kUL1jTfdjbKyD09/7/xjvfqP4mb9qOzsf/efUtT+xepijoROb6GSs41Wm+k9y6GO/vaYqnyXWx40pF1CiRIkPNNGRi0wPvIdpaChOPw17niVQvW1NFmNRskpZe0INxCe7MbQc2eT1lbAucWehqzmm+08W/xZEiVDdHloPf2ZVpWJue2+4BW+4hbbDP7liZas7CdnmpP3hf0rLoU8tKBs8H0EQ8YQaaH/4V9FyaQbPfrsY/hGb6GSs63XCTYfWbD2f7H3HCrW09o4rUMvOR/7ZqkrF3FjcgVqaD3ySpv0fL352JxEdvcxY52sLlArF4WPLPT9L8/6PY1tCqQArmsBXsYWDH/nPvPOVf81k78r5prc7M4OnufLOl4p/i5JCRfMR9j/7f+Mtb17xt96yJtof/WeouRRD579XDDOPT15h8MILeMoa1+RFy6ZmiI1fnjcGG7U7HqN2x+OrKhVgrQvB6nYCVTvYYRqlZrk3iDvrCS9RosQdQTo+Xqz+4/JX4/RWrjtEr7joF2L0S3xwME29WI0PQJIduIO1G8qbK5bAfR8Qbj5CbfvjyyoV83EHamm969O4ArVXPzQNYqMXiY1dXv6H15BJTBaLLQiiiDtUv6wwvRK3snz0RjF0ldjY5UXzVbXlfmq2P7LqPFihylXseOhXkG9hvtv1MpdnZuhXE/edviq23vePVlUq5nD5qmjc91E8ZU0LPh88+zyZxNSaEs0NNUc+fbVPkOLw4vRXr9sDNpdHVuLGcGc95SVKlLgjsBJpC1bOQh+Ctf/WIBOfID1rlaSWZDtOX+UNGGWJ2xlz3j1jGhpqNol+G/cIufEI1O9+FrsrtLatRQlveTM12x5Z8Hl8qofY2OWrz+d6ME20bGJBYZP3M9nEFNFC6fE5ZJuLyrb78YQa17QPUZKt0vsN+2/UMG84iZkBxq+8XfxblBSCNe1Utt2/rv2UNxzEW968QKhPzgwQG72IuYaqb9aacHVdMPQ8Wi65zopxJW40JcWiRIkSm47i8BaT9jOJCRLT/at2rgYrJjsZGbR6RmSs0AObM0CwdtcNHW+J2wtBlHHPs7TrWo7Y2CWmB06if0CFCJsrQKBqG5Ky9spWdk8Zofq9CwpLqNkEiZkB8pnYmvbhDtYViyGYpkF8qpexrtcXFDd5v2IloV9Z8JmnrAlvefO6roOkOKlsu2+zh3fTGL38Erp6df2W7R6qtj607sRnm9OLv6JtUd+I6cFTa3quZZsLh+dqsRM1m2B64BSx8c6NKcolbgglxaJEiRKbjre8GW+4FaDQe+a7DF94kcRM/4JSmAC6ppJLR5md6Gbk0ktcfv1P6Tv5VcB6IZc1HiBUUiw+UEiyncrWexZ8Fp/s4dKrf8TwhR+Qig6vqwPx+wFfuAXF4VtXOJEk23EFanBd4/HLJCYWhJqtRNXWBxaEMeYzMS689AcMnPk28ane97VAl0tFip7TOXzhlnV7UCXZTqh292YO7aYyNXBiwZotKw7K6vZuaF+uQM2isLDo6GXMNdxHDm85wbqF74LJ3mN0vPnnjHW9bjWONW5gyd0Sa6KUvF2iRIlNx1fRSs22h4lPdBWrwmTiE5Q17Mdb3ozN6UMQZUxDR1ez5NIRkjODREbOkYpYlXBE2U5l671sOfLZDcXWl7hzkW1O6nc9w8ilHxXLiOpa1iqNO91P1ZYHqWg5TLB6J+5Q/aZWGbpdcfqrN9TLZS4OPRkZLH6WTUyTS86s6ff1uz5E/6lvEp/sBqwwx+joRc688F+p2vIAla33EqzZiTfc/L7qYGyaBrl0hGxiYeEIp78K+zp7GwmihNNXiaQ47rgwMl3NEhvrWNDUVFLseMrWFgp2LTanH1FWFnyWiY8X+1yshMtfTfXWh5jqO0E+HQUsr8Xg2e8QG7tM9ZYHKW86SLC6vfC8lErJ3gpKikWJEiU2HcXuoW7nU2i5FP2nv0liZoDEdC+J6V6gkMgpSvMaFM5DEHAH6qja8gDNBz5JWf3GLGMl7lxESSFUv5eWw5+h++gXr8a4mwap6BA9J77MWOcrlNXvo6x+H4GanVZfC3fZ+zYp0+Eps5qPrRMrfGRhBSg1E0fNJtb0e1+4hW33/2PO/+h/zROyTXKpGQbOfJuxrtcpq99HecN+gjW7CFRvx+mv2rR+SrcKQ1dRM/FFioDdFUJ2rE+BEgQBSXFgd5eRjo1s5jBvOLnUTFGIn0PNJrly/EsbKoowO9G16N5Ts7Nrau6n2D1Utd1PdOQCA2e/UyylbBo6s+MdxCe6Gbn8I8oaDlBWt5dATTuBqu0oDs8dVzjgTubOfvJLlChx2+IO1tF6+DN4y5uZ7H2H2EQX6dgouXQMXc1gGBqiKCNKDmS7G7srhMtfha+ijVDtbipa78Hlr77Vp1HiFqE4vLQd+UkEQWDw3HeJT/ZQTNws9EdIz44x1vUGvopWQnV7iwKuO9TwvrNWyjb3hpQmSbYt8iToWnZdifBN+z+OruboO/V1oiMXuJpAa5JPRxnrfJXJnqN4ypoI1e+lrG4v5Q378YZb71hvkqGpaGpm0eeK3b0hz5EgiNgcPtLcaYpFZFHFpmxymrPf/6+bdgw1l1rgEVkJd6iBLff+LJJsZ/jSjxYoaqapk5juIzHdx+jll/BXbaesfm5dOIDTV/m+NTzcTpQUixLXRTqVp6tzmmxWZduOCoLBO/MlAhCZSXPyxDCaetUlWx52s217GH/gzj2vW4nDG6Z+97OEm4+QnOknPTtOPjNb6MqsI4gSoqgUFIsgdk+Y0Wk3fRFw1XpwrS/i4LYln9fo6pwmGkmzY2cl5eV3bunJm4UgiIWSlj+Hv2ILIx2vMNlzlPTs2ILttHyKyPA5oiMXGOt4lWDdbiqaj1C19UG8ZY2IkrLMEe4sJNm+IQuxIEqLPB26lltQOnTVYytO2o78FN7yZkY6XmK8602SM/2L9jk70cnsZDdjna8SrNlFuPkwVVsewF+5FXkNfQZuJwxDRVcXJqgLoowgKRuyfguCiLiOhO/bhXw2sWahf6MYhr7muoGiKBGo2s72B3+ZQPUORjpeYbr/BLlUZMF2+cwsU33HmR44iaesibK6vVS03kP11ocsBeN9UoL6duS2UCxGR+Kcfm8YTVvaFabYJJqbQ+zYuXklJw3DJBHPkk6rVNf4Nm2/dyqZjEosmiEYcuFwrP22mJ3NcvStPrJZDY/HfkcrFqqqMzmRIJnIkUjkiMxkaGkLUVPrKykW14Egijh9FTh9Fatuq6o6z//wPQb6o9jsEhWVt1duRTarMRvL4PHYcXvWbhHPZjSOvdXP9FQKp1MpKRZrRBAE7K4gdbueJli3m6m2+5jsfYepvnetnIF54ROmaZCKDZOKDTMz8B4TvUep3/kMte2PF5Ke72xBwhJmN6BYICwShE3DwFxH8rsVymOnettDVpnRlnuZ7DvOZO8x4pNXFu7LNMgmphjrfJWZoTNM9hyjtv1x6tqfxOmvvmOugzVHCxOKBfE6enEIApJ053nRLK/NjVUs1osgiLiDtTTt/zih+n1M9Z9gsucY0wMnF/RdAStMKjHVQ2Kqh6n+E0z0HKVx70eo2fZwyXtxg7gtFItsRmVwIEYymSeXVUkkLCuBy23D6VTw+eyEQqs3BFoPumZw9vQokUiaj33yzq3WsFkM9Ec5f3aMBx9uwVG1dmFOFAUUm4Sum9jsd/ZDGgw6eeyJLeTzOv29Ed58vfdWD+kDid0uI4kiDsftZ2keG41z5tQIe/bV0NpWtubfCQLY7DKSLGK33xbL7h2FKCl4y5pw+2upaD5CbOwyM8Nnmeo9TmzsEmouuWD7TGKSkYs/Ij5xhcR0L1vu+Vkc3vAtEGrNRcLpRjEMbUOWY9M05nXOthAlGUFa/31oeZEqqd/1NOGmQ9Ruf5TIyAWm+o4zM3xuUSx+Ph1lvPtN4lM9xKd62XL3Z/GF2xDE2z/e3fKmLpwj0zDWlAvwfkKS7CxQaAURb1kjLYc+vXkHESUU+/qNLZLiIFi9A295M5Ut91jrwtApJnuPE5+8sqgkcio6RCo2THyim1R0mNbDn3nfhUzeDtwWb7iqai/PPLcdNa+TSuX5+lfPI4kCDz3SSk2tD5tN2nSLsaYZnD83jiTdGdaTG01/b4S+nhmO3NOwrt8Fgk6eeHIrqqZTW3tnx63Y7HLRe5XNqCjKna0o3YlIksiDj7SyZ28NDU2BWz2cRYwOz9LTPUPblvLVN56H06XwyGNtpFI56usDN2ZwHwBEWcETqscdqLUE2x2PMTveyWTvO0z0HCMTn2B+/H9iupcrx78EgsD2B38Z282uLmayZJz+RjC03IaEWsPQMa4RsETZjngd1vO5KkcOb5jyxoNUb3uY2YkupvtPMH7lbZKRgXlKkEk6NkL/qW9gGjo7HvoVPKH6DR/7ZiFKMtI14VumoWHqKqZprl9JNY1NuxduJorTZ1lG5mF3h9h67z/axKMISMrGZTxZceCv3II33EK4+TB1O58mOnqJiZ63mew9jpqNX93YNImOXqDjjVkk2Ubr4c9swvhLzOe2UCxcbhtNzVY30XQ6jySJyLJIU3Ow+PlmYpomiUSW8bEEtXWlMKhsVmVyIkk2u37Lmt0u09Sy+deoxAcTURSoq/NTV3f7Kam5nMbUVJJUav3dn2VZoqExsPmD+oAiiCJ2dwi7O0Swup2Klnuo3/0sY52vMHzpJbKFErVgJZ/2HP8yFc1HqGi5B3EDlvqNYxYr11wv+Wx8Q94PXc2Rz8QXfCbJ9g0lIF+LIIgoDi+h2l0EKrdS0XyEup1PMdFzlKELP1iQh6Fm4wyee55Q3W7s7g9vyEJ9MxElZUlhV82n0bXcunNGTMNAu8azdidgdwUWKlGmgZpLISoOxNsslEgUJVz+Klz+KoK1u6nacj+xsQ6GL36f0Y5XFzRpTUWH6Tr6RcLNR/CFW27hqN9/3BaKxXpR8zrnzo7R2zvDwUN1eDx2Ll+aYHQkTj6n43QpNDYF2bmrErfHVnwoIpE0F86NMzWVZGIsQS6nMTaW4AufP75g/80tIR5+rA1RXKilz8YydHdNM9AfJZnIISsi4QoP7Tsrqar2IcsL3bv5vMbX/uEcfr+DZ57bwWwsw9kzY4yOxNFUHZfbRnNLiO3tFbjdNnI5jZPvDjExkeTwkQZEUaDj0gTj4wnUvIHbY22/c3cldrtcPC/TNNE1g4GBKP19UaYmU2QzKqIk4PM5aGwK0ra1HK/36osklcrTe2WGwYEo01Mp+vuiZLMq3/nWJZzX5Fj85M8cwOG4erx4PMuLL3QSn71ahi9U5uLQ4TrqG4LLXjfTNBkemqWrc4rJ8QS5vI7LZaO+wc+evTW43ErxGIZhMjY6yysv9bCjvYLt7ZV0XJqgry9COqViUySqarzs2FlJZaVnwcJnmiZTkyn6+yKMjMRJzGYxDBO7U6aiwsPuPdWEK9y3NNbXNE3i8RxdHVMMDkRJJnMoskRFpYft7ZVU13iRpMXhAi989zKJ2SzPfWwniixy+tQo/X0RMhkVh0OhusbLvgO1+P1XX3q6bjA1meLSxQkmxhNkMiqmsTik4u77GtmyNYzNJmGaJmOjcfp6I4yNJkgmLYun222jptZH+85KgvPCE1VVp/PyJBcvTLDvQC3l5S4uX5pkeHiWXFbD4ZCpbwywc2clPr9j0dy/8N3LjI8mitVHbHaZw0fq2bZj6byM6akU750YZngotuI8f+jDO6iq9i54VoYHY/T0RJiYSJBJqQgieDx26hoCbL8mUT+TURnoj9LXG2F6KsngQIxMRuXlH3Xz7juDC471kU/sorzcVTyWphl855sXiUauvszcHjt3HamjtW15j4dpmkyMJ+nqmGJsNE42q+JwKtTU+ti1pxq/31Fcm0zTJBbN8O1vXKRtazl3Ha6n4/IkV7qnSSbzyJJIRZWH7TsqqKv3L5p3wzCZGE/Q3TnF5ESSVFpFlgVcLhtVVV6aW8uoqPQsWgtvJyTFgbe8CXewjmDtTsLNR+h88y+Ijl4sWvizySkGzn6Hsvr9iNLKpUIFYZGBdkNY63Juzf0iViMTn1xXJac5tHxqUTM8uyuIbZ29GFZDlG24g7U4/VUEatopbzzElXf+lvErbxUVonw6xsjllwg3H0GxN2/q8TcbUVJQXD4kmxM9f9XTkEvOoGUT61MsTBPDUMlu0r1wM3F6K1Ec/gUlYrVcikxsDHeo7haObGUUuxt/5Va8ZU2E6nZT0XIvF1/5w4JXEyyPZj9D57/Hzkf/+S0d6/uNO1KxMAyD6ekkly9MYOomeVVnaDCGKAqoqkEuq9HdNcX4eJxHHmvD57MWgGQix8jwLOlUnmzGWuhMwySfX5jEpmnGolDWocEYR9/so7cngqrp2BQZVdXp6Z7h8sVJHnqkhfZdVdhsVzV4Qzfp7prG47Zx8HA9Lzx/mYnxBJIkoqo6uayGYRhsLwhPcy/5yxcnwbQUmfHC9rmcRj6nFwSABI8+vgV7QQEwDOs4Lzx/mVQqj26YOBwypgG53AwdlycZGZ7l/oeaCRSEplxWY2IiydRkyvqNbp2zpurkrxEirp0LSRTxeu3kshrxeI7xsTiz8Szb25dPztU1g1MnhzlxYpjpySSyIqEoIum0SnfXFJcvTfLhj7ZTHrYEftM0SSXzdFyaIJfVGBuNc+niBEZBIM5krN8ND83y4MMtNDZdVWimJlO89GIXfX0RcjkNu01Glq1jdXVM0Xl5ko99cjc1tbfGW2UYJmMjs7z2Sg8DAzF0zcDukNFUnZ4rM3R2THHv/U2076pcFI8/NBhjeDDGQ4+28ubr/fR0TyPJIrpukErmmZxIsG9/zYJj9fVGeOWlK0Sm03i9NlxuG7HZLNPTKTTVoK7eT02tH5fTVhQgx0bifPc7l5icSJLP6zicCqIokE7l6eyYoqd7hmee3U640hLSTNMkEklz+eIEum4gigL9fVEEwXqeslmN7q5pxkfjPPxoG6GyhTlTXq+dWVeWVCrP8KBV03zrtpWFb03TFz27YCk5U5PWuB95vG3Bd8ODs3zz6xeIxbJomo7ToYAAmbRK5+VJBnojPPbkFsoKydVqXmdqKsXEeIJ0Ko+mWoKqphmLjn2tsiYI4PXZyaRVkqkco8Nx7HaJbTvCy56XrhtcvjjBsaMDjI8lEEUBmyKRzVnz13F5iief3kpdvb+oeOZzGh2XJ0mn86RSec6eGkXTDSRJIJ1S6e6eZrA/yv0PNbNt+9Vn1DRNzp0d4/ixAaYmkkVPcS6vk89p2Owyh+JZHn18y4J17XZFlGTcgVrsO59GEETO/fB/LrCYj195G13LobBKDwJBRFgUW6+vK9l5jlRsdFGc90ZJx0Y21FxNzcZJxxZ2j3Z4wzg8a88RWg+iKOH0VlC99SEk2Y6aSzI9cLL4/czgWauCT/ntrVgIgojdFcLpCS9oLpiJj5PLxHB4l3+Or8UoJLRfmwt0JyApdoI17aRnR4rCgK5miY5duq0VizlE2Ya3vBmHJ4xpaJz5/n9DL4SkGVqe8StHS4rFJnNHKhZzpNMqFy9M0NQc5Jlnt1NR6cE04Ur3NG+/0c977w6zdWsY1zYbsixSWenliae2YhgmvT0zfPNr5wlXePixn9izYL92u8z83LKZ6RTHjw3Q3TVN+64qdu+twu22o+sGnR2THHtrgBe/30VZuZvaOv8C655pQiyW4aUXu3C7bXzqx/fi9tgwDMvSKEkiDufCy5BI5Dh3ZpTWLeV8+GM7CYVcGIZJx6UJ3nqzj3eODtK+q4r6hgCiKCCKAuFKD3UNARqbg9TU+JBlCV036O+LcvTNPi5eGKe6xsfBu6yFwOuzc9fhOvburyY6k+YHL3QyM53m0cfbqL5G4L62SpTTpXDfg81oqs7ERJIXv9+Jrq8c+3v58iTHjg6QTOR44KEWWreUoSgSuZzGieNDnD0zyne+dZHP/uzBBcK0qhr090VIpfLc90AzzS0hBEFgfCzBO0f76bg0SWWVh4pKD06nlezr9zuoqPQQrvTQ2BTE7bYE5lQqz0svdjPQH+Htt/r41I/fmsZr0WiaN9/o48qVGVrbyjh8dwNerx1NM+i5MsPJd4d49eUrOJ0yW7eHEa9JdFRVgx98rxPDMPnIx9sJBC0hPZXKE4um8czzTMViGc6eHmViLMH+g7UcOlyPYpPIZTWOvd3P6fdGqKn1c+/9jZSHPcWco2CZi4pKL1u3V9DYGCgosQIz05bS1nNlhlOnRnjqmW0LxpbJqHRcmqS+IcATT22lqsYLJvT1Rjj6Vj+n3xuluaUMr8++IIflwKE6du+pJpfT+PY3LzKyiiciEHRy/4Mt5NWFoSGmCe8cHWBmJk37zvIFnhuAsrCLyiovB+6qo74+gKJc9c689koPnZ1TVNZ4eejhVsAK09y7r5rtO8LEY1lee6WH/r4o99zXyNbtCwWLwDV5YKIocM99jaiqQXw2y/eev0xsnvdiKfp7I7z9Vj9TkykOHqpjx85KHA6ZfF7n7JlRTr83wgvPX+bHf3IfwdDV4xmGychwnFRK5dCRerZuCyOKApFImuNHB+i5MkMg6KSuPoDbbcXWWx7cMcbHEtxzXxPbtlveKsMwSSRy9PdGaGkpu+Py0GSbk5rtj9F/+tukokNFhSAzO4ah51eNjxdFeVEIjJbPoOXXGR9vGkz3n1j3+JcjMd1HLjmDGW5ZczUbLZ8hOTNINnlN92hfJQ7P2gXjjSApdsLNhymr309k+FyxvG0uOYWWS20sT+Em43CHcAVqFigW8ckeMrMT+Cu2rHk/hpYvdK++MxO/K5oPM9rxcrE7tppLMtb1OnU7n7zFI1s7isND0/5P0PHWF0gVrqdp6mRmR4s9lUpsDnf0TBqGic/vYP/BOnburkSWrcW2rMzFyPAsF86NMzQYo6k5hCyL2B0ydoeMYZhMT1mWA0URCYeXt2CZpqWEdFyeoqWtjHvvb6Kiwo0oiZimSXm5m6mJFBfOj3Pu7BjhCs8iQVzTDNS8znMfbcfns8IYTNOkssqLaZqLQl4MwyRU5uKuI/W0bSkvfh8qc9HfH+VKIRyrts5XjHEMhZw889x2HHYZxSYVrf4+n51YLMPRN/uYnLxqLVGUeQnxhvW3IFgC20rzAZbANBdWlc1qKIq0omKRTqtcPD/O+FiCx57YwqHD9Xi8tuIYy8pcTE+n6OuJcOHceFH5mT/W9p2VHDpcX1Q6wmE3qVSOiYkkE+NJ4rPZomJhs0vcc38ToiBgd8iF0AYBwzB55HGDL/5FhJ7uW+OS1jSDkaE4F89PUFfv57EntlBR6UEq3E/hsJt8XuOdowNcPD9BRaV3kXXfBKanU3zms/upqvIiSnNhMaCqgQX3UyKeY3holkDQybYdFVRWeYrzvmVrOf19ERKJrGUZn2eVdjhkHntyC0rhuZmjrNxFKpXnm187z+DAwgowc2PweO3sO1DL7r3VReWhrNzN5GSSUyeGGR6epW1L+QLFwu22gdvyNqzFOm7dv4u3u3xxgv7eCGVlLu5/sJlA0LlAeHE6FZ55djt2u4zNfvU5CQadJBI5Xnyhk9Hhq/HosiwWPZ6SKGIrGB18Pseqz4kgCHg89sJvLc/DSmSzVq+Lwf4Ydx2p5577GvEHnMX1oqzcxWwsQ1fHFOfOjHLfA83Iyry1Q4Ct28Pcc19jsaJWRaUHVdUZGZ5leirFzHS6qFikkirJRB6vx05La4iGxqux1Lpu0NAQQLFJt3UY1HIodrcVGy7KRcXCNNYm1ImyDeWaJO9scnpRONFqmKbB8KUfres3K6GrWaaHThOo3bnmJPRscoqZwVMLvC12dwhvuGXROd4IZMWB3RVAlG1FxcIKd7y9ypcuhytQg69iC5O97xQ/S8z0kpjuJdx0F9Ia+1LoaobxK2/dqGHecGp3PsWFl/+gGA6lq1mm+k8Qn+rBF269xaNbOzanD7srSCoyxNw9aBrGBoo4l1iJ27/m2yrU1vloaAwUBWNBAIdToaLCg80uE4/nVrWmr0QmrTI2liCTzlNXHyBcUCrAEhycLoXaej82m8RAX2RBc7U5bDaZ9p2VC2KjBUFAlsVlKw81NYcKngexeF4ul0JlpRdZFpmNZYvGD0EQEEVLALLNy70QBAG320ZZyIWum+RzWjGUaNNZYbcT4wmmp1J4fXYam4NFpWJujF6fgz17qzEMk/Nnxxb93uuzs2NnRSHPw5oLxSYRCrnweq1Qk9y8xPO583a6rPCduWOJokBtrRVnns2oy/ZNuZFk0lbMviBAXX2AyipPUREQBAGHU6GltYxQyEV/X4RYdGkr6Y72isK9aJ2fdQ8Ii0KnDMNEzesoirggT0YoKF2yLJHNaovmQhAs5dHhVIr7FwQBRZGorvZhmlY43VLPVmWVl6aWIDbbvGfSIRMOu7E7ZJKJHJq2/rCS1RgbjVtesWSOBx9uoaExuEhpFwQBn99RUDgXzkVFhQfDMMnllj6vG01kJsX4WBynU6axKVhUKubG6PHYad9ZhWKTuHhhAvWaObTbJPbsrcbpVIrzLssiwYATf8BJLqeRyajF7X0+O263jenpNOfPjDE1mSquD5Ik4nLbCuvqnffa1XWVXDqKqV89X5vTtyarpOLw4gkuNG6kIoNLlq9cicm+48wMnFr7oNdA/6lvkE1MLeqEvBSGoROfvMJo56sLPvdVbCFQtf2mlHw1DI18dnZBCJe8wc7VtwKHt4JgTfuCfBRdzTHW+RqJ6bWVI5+7DhN3sGLhDtZRt/PpeZ+YJGcG6Hj985sW6ncz0Io5T4XnRxCwufwg3P6hnncSd7THAizL4fzQjzksy6Jg5Q5cx/6TyTzx2SyqavDSD7t487XFi0kur5HLaiSTCsYSC74si1RUedf1gg4EnThdi+v4zwlEmr6wU6VhmMzGMlw4b3lpYpEM2axGXtXJFoQJkzlr0Q0QFFbYZXw2SzqdJxhy4XIpS85DbZ0fQYDR0dlF39lscjHmfT6ybMWEG4axaN6zWY0rXVNcuTLD1ESSdEolp+poeUuIvlUx4/m8RiSSwu6QCZU5F4U5gXXt3R4bY6Nx0vMEwflUVfsQRXHVe8rhkAmWuZiaTDIxnqC+IQBY98HkRJLZ2Qxbt1UUvT3zyaRVLl2coK93humpNJm0Sl7TyReUuOVkG4/Hht+3OLFRUSQkSSzm82wmiUSOo2/1M9gf5eHH2ti6vWKhNX8eqWSec2dHGeiPEp3JkMlqqKpONluY61tkTE0m8ySTOXx+a01bylNQWeVBUSTGx+Lo+sKBSrJIZeViL4oki9hsVtihMc9qb3l7a5meTnHy5DCXL03Q3FrG3v1Wjw6bTd6UJOb1Yho66dlRFIcfm3NjeVDjV94iGRlYUJ41WLMTUbKt+szYHH485c0IolS09OtajvHuN6louZtw06FVj5+JT3L2+7+Lrq0/J2Il4pPdXHnnb9n12K9bAtEKJKf76Dr6RXKpq55FQZStCk7V29d0vFRsBFlxYnMFN6RgRobPExm5sKCalS/cesc0LLS6PO8gWLOLiZ63i5+Pd79FqH4fTl8VdvfKBUvUdIwLL/3BgopEdxqCILLtvp9j6Pz3iuehqxmGL/0IhzdM+yP/DNm2/nKx2eQ0pq5i94ZXVfo1NUM+FUVx+jdcUWzw3HfJzeu1IooKwer2O+JevJO44xULWREXVWOC+XLu9UkJmqajqjqiZFVKmQsjWAq/34G0hKAoCGBbRshZDkWRlj8vgQWnpesG586O8b1vXyabU/G4bVTV+Kis8qLYJCYnknR1Ti3a181CVXWrgZ4iFr091zIXPmYltF8jMEmLLfEAFEKcrmVkZJYffK+Tgb4IoiRQVeWlstprWXKBt9/uv95T2jCGYZLP6UiSsKxyY117CVU1CoUEFsciz3kDVqOs3M2u3ZV8/7tRfvRiF709MwRDLqYmU/T2zKAoEjt3VxK4pmN6f1+Eb3/jIlNTSWyKRG2dn7IGP3a7TCat8t7J4WWPKcsi8hKeuBu1eKuqzrvvDHL+3Dj7DtSyd181Tqe85PGudE/z9a+cIxHP4XTK1NT6CVe4sdllZmNZzp9b7DG7WVhrjYHDISPLS8+V3S4jCgK5nI5xjWIx53lZK6IosGNnBRVVHk6/N8KpkyOcPzvGxQvjhMMeHn60lfZdlTe9n4uhq/Sf+iY9J79CXfsT1O18mlDdnjUJLqahM37lLS6+/IckpvsWfFe74/E1ha4IooS3vIlQ7W5mhs4UP5/qP0HnW3+BYncTqNq+bOmomaEznHr+t4iOXlj1WOvFNA263/kbDENn12O/ht0dWnSfm6ZBYrqPcy/+HuPdbzL/ZRGq203N9kdR7GsLg5q8cpQLL/8B4ea7aNjz4UI1p9WFOtM0iAyf49Jrf8TUNXkmFS1HcHjX1wfmVhKs3UXN9keJjJwv9kPQtSydb/0FgijSevgncbgXl1w3TZN0dJj3vvObTPQevdnD3nR8lVvZ89S/5dTzv1X8LJeaoevoXxOf6mX7A79AWcP+VTuTZxJTzAydZuTSS0x0v8mOh36V5kM/hmhbee3KpSJcfv1Pme4/Qd3Op6jZ8QT+ii1reqZNQ2Pg7Hc5/+LvLVDwJMVBzY7HV/19ifVxxysWAsINtapJkogsWWEkjzzWxsFDtQsF+wXHFlZIdFzfINd6TqZpEplJ882vXUAAHnm8jfsfaEaSxGJFnhPHh26pYiHLElKhYte1wtAc+ZxlGZQLAvNGLdrZjMqrL/XQ3TVF+85KnnpmG6EyVyGUx7JWv3NsYKOnct2IohVOZOhWEvZSaKqOrhtIsnjdibOKIrJ3fw2qavDyj7o5f3YMSRJxuhS2bC3n8N311DcEF1jH06k83/32ZUZH4hw8XMczz24rKGVWrP/Q4OyKisXNDFg1DIMzp0Y4eXyI5uYgh++uX5RXMUcqmedrXzlHLJLh/oeaefzJLciyhICl8HVcnrylioUkWcYETTMXeSPmUPM6hmkiK2Ixt2Y+61XeJEkkHHbz+JNbeOChFq50T/PuO4MM9EX5h787zYc+3M6RexpuunKhazlSkUG63v4i3e/8H2zOIGX1ewhWt+OtaMXlq0KxexAkBV3Nkk1OERvvYLz7LaIjFwqx4FfnsKx+H/W7P4S4hhAcQRDwh9uo2fEYkZHz83I0NIYu/IDI8HlqdjxGVdt9uAI1gEA+M8vsRBcT3W8y0ftOoXeFieLwEqxpZ7L3+IrHXHVMkoLLX0M2MYGuZrly7G8YvfwSte1PUNV2Lw5vBYIkk46OMtl7jKEL3yc9O74gWdjmDFC743EqWu5e831iGCrZ1Az9p77JwJnvICkuyur3Eqzdia+iDXegBsXuRZLt6HqebHKG+OQVJnuPMT1wyrIOzxuDv3Ibde1PrTlxXMtnmOo/wexEF2o2iZpLoGbn/cslyKdnySQmFvwuMTPA0S/9U2zuEIrdi+LwWP8K/y/bvThcASq33I8ntHJTWFFSqNnxODPD5xg8953iyymfjnH+h/+LkYs/pG7XM4Rqd2F3l6GpGdKxUauXx/kXyGdmwTSwOf14wy3MDJ5e07nPZ3aim5mh02QS02iF81azCfLZJGo2jppNkLsmB0jNpeg98RXGu98snHdhHuwL5yFY006odjeKY/mcMUEQECWFlkOfIjZ+mb6TXy16A9VsnKEL32es63V85c2UNRzAU9Zg5fCYJlo+TTY5QyoyyOxUD6nIELqasSqtmQa6vsYSyqaJnk8THb1MbLyTi6/+CS5/FaG63QSqd+Arb8HhKUd2eBAEES2fJj07Tmz0IqOdrxGf7F4QkieIMlVt91O7/dF1X48SK3PHKxYbRZjv0zCXF+Tdbhten4NsRiWVymECinz7xOOZhknvlRlyWZXaWj+PPtq2wJKfy10NhVqW+edurjwfG8EfcOBy24hGM2QzS3ctHRuLY5pQXTXnIt+YZjExniAyk0KWRO5/sJmKQmjI3PGSydymh+Gsh7mwrt6eGaKRDKZhIlzbL2U2SyqZJxhwFuLlr+9iTE+luHxpgobGAB96bkdxTuYz/xhDQzHisxlsNpGnnt5aTEAWBAFNM0ilbo+Y2rkyy8ePDeJ0Kdz7QDPVNcuHWPT3RUgl8sUE7vn5N3peI51e+TmZ2+3c/bPZz4nXa8frdTA6MksysXT1osnJJJpqUFnpRdqkpGpBsAwiTqfA7j1V7NpdxTvHBvjhC528/koP+w/WWgrYrQiLMnVMTSebmGDk0o8YWWcytCCIeMoa2P/s/2MJ32v8neL0U7fzKWKjlxi+9MOryc+mQSo6RPfRL9J99Isr7kO2ezjw3G8iiOJ1Kxah2l3sffrf0fXWXzLW9Qa6liUVHaLr7b+k6+2/XPX3ss1Fw57naL3rM4tK6a4F0zQwdQNDn2W8+w3Gu99Y3w4EEZe/ivZH/inBut1rvg75zCzdx/6GkUs/XN94DY1UbIRUbGTZbWSbi8Of/N1VFQtBEPCWN9F25DNk4xNM9Z8oVkcyDY2ZoTMLPFtL4fRWsvOxX0OUlQ0pFhNX3uLSa388rwfDWjBRs3Fmx+MrbtV04JO4/FUrKhZQyAu1e9j3of8bAYH+M9+6KqibVvO/yMh5IiPn1zHGjWAWyz8nZ/pJzvQzePb5de1BEGVCdbs58JHfWnOFtRJr545P3t4oil3CNK3ymOoSCddzuD02qqq9OF02ensijI7ECzHiV6VTXTeKiaxrSarbTExA041C4q+MURBGTNO0+n1MJRnoX1y9Zz6ybFV+yeU0sjlt08+hutpLebmb2ViWocEYmbRaPIZpmmSzKmdPW3XW23dVXtexdMPENCk0ELQ+m5uPfF7j3Jmxm36N5uN0KTQ1BzEMk+GhGNPTVxNmTdNEVXX6+6LMTKeobwzgD6yvu+u1mCaMjyUYGZqlvlB8AFiQkH2t8KrrJiZWBaX5U2WaJqlUnksX1/NyuzFYTeQSHD82SCKR474Hm2lpXRwWMh9NNwATl0vBMOY/JyazsSzdXSt79STJ8iBZ+RgL8xU2g7JyF1XVXquXx1CMRCK34DnJ5TQuXZggm9PY3r58Dsla0TSDfO7qunX1foCtW8utRPtkfslmijca2eZEtrk2rrkJIrLdTVnjQe7+1P+irOGA1XF7jfsTBAF/5Ta2P/hLVj8GxclaXXGCKGF3h9j39L+j+eAnCVa3wyrhIatR3ngIX0UbBz/2/1Hb/nghmXgN4xFE7O4ymg5+kp2P/RoOb/m6DBWS7LA8QxsdvyAgKU6CNe0ceO4/Ub/raaux3Lqu6427/9a6Z0EQqGy9l52P/zoVLXcjKQ7WMv+CKOMK1rL7yX9F25Gfwhdu25Bih2newGlY+44FQcDuCrD/uf/E3qf/He5gHZK8sXeUKNmwOf2FEMc1zKUgItlca577pfchoTi8VG99kAc++3lc/qrNtQ6VAG4Tj4Wm6mQy1os6XRA6zUIt9VgsUyjzKC0dZ78BBMF6iTtdMvHZHCffHWJ7e4UlaBgmNptUTAgXBIG2LeUMDkQ5f3acN1/r5e77GgiVuYshFNFIhs7OKfYfqKGq2ndT71NBEKiq9iFJAlOTKbo7p6iq8YFp1al/951BBgeiK5aM9Pps+HzW+Z49PYrLpeD22K1uoaZJMOha0Ok3n9PRdAPTMEmn8+iaFeKUSaskE7miBVSxSYU+HQq79lQxPp7g7Tf7kBWRLVvDKDYRNW9w9K1+BvpjVNf42H+g9rrmIxh04vFaic9Xuqdxu23Y7TKabnDh7Din3hte8vrMVQMydBPTNMlkVAzD6mienjsvUUCWxOsqwSnLIrV1fnbvqabj8iQv/6ib+x5oxuOxoRsm3Z3TnH5vGMUmsXNXFaGQa/WdroiJKAmFPgez9PVE8PodxRK8kmjF5dvtcrGCUjjsxulUmJxI0nF5kq3bwkiSQDZrdYa/fHFiU0uQ5vMammol4Kt5vdigMpvVSCRyCIJV6lWxicWS0ol4jhPvDnGla9rq+F7vJ5Vc7FJ3OOViZaPKSi92u0w0mrF6bTQGAKtx5snCvlY6L5fbhr/QNbzj0iRl5S6rl0TBy+fzO4p5UZYiWzgXwySZyqPpBoZpheslEjlEQUCUhGI+ld1u9S0ZHIxy5vQIDofMzj1VOBwymmrw3olhurunCYVc7D9Qu7HwpHkyxOBAlKHBGOEKD+XlbpSCopLP67x7fJBMWqWhMYBUqEx3sxBlG437Poaha4xc+iGZ5Ay6msXQ8hiGhmkUjB9zZUsFAUGQECUZUbIhKQ7cgVrq9zxL04FP4HCXbcjrJwgC5Y0HOfDh36L35D8wculHZBNTaGoWQ1ctq3XBbSWKMpJsR7a58Fdtp/2Rf0pF82EEUcLpr6Ksbi/5TAwAd6AWSV4+Vw+sylTuUL2lDAEVzUewO62yrUc+9Xv0HP8yPSe/QjYxgZZPW+MpeFUEUUKUbMg2F56yBloOfZrGfR/bUMJrzfZHUfMpBk5/i1RsBD2fRdfzmLqKUQhlKV4HBATRai4oyTYk2YHTV0HN9kdpPvhjeMqa1n0dRFHG6a3EewOa6UmKY91zUtV2Hy5/NVfe+VtGO18ll5wu3g9WyJeAIEmFe8FNsKadXY/9C8obDwDg8JQTbjpU9Dy4/NWI8uLCGdeiOP24Q/XI9ut9HyzG4QkjSquPYcF4HB623POzVLXdT/fxLzHe/Sb5dMx6TvU8hqFfDYETRARRRBQVRFmxlFWHl/L6/dTvfoaK1nsLysIq4/SGaT30E4iizMSVt8mlo+hqzjqerlneTdNceFxBRJQU635UnHjLmmg+9Cka93103edcYu3cForFyEic116+QjyRI53Mk82oCILA89+8iMdrxx9wsntPFQcObU6Xx7lypPfc28S77wzywvOXeeO1XmyKFd+8bUeYj35iV3H78rCb++5vxtBNrnRPc6V7GpdLAUEgk1HRdQO7TaZ9ZwVzC+zNQhQF6ur97NpTTVfnFF/+0hnKy91F63J52M2hw/VcODe+7D5kWWLX3mpmZtKcPT1Kx+VJy6qrW9bcX/+NB4vJ1fm8znsnhxkdiZPLaSTiOaanUhiGwdtv9nPp4gQ2m0xFpYf2nZXFsJvt7RWkUnneOTrAi9/v5PVXe7DZZFLJPCZQXePl4z+2e1GzwPUSDLlo31nJbCzLG6/2ce7MOA6HTDKZQ9dN7nugmXNnxpiZTi34XTKR48TxISKRNLmcRjSSIZnMkctrvPyjbnw+B3a7RF1dgB07K6/LkxAMObn/oWZyec3qBN4xhculoKqWBdnjtfPwo61s2Va+qFzqejFNCPid1NT6uHxpks7OqWIYoCyLeLw2tm4Lc+hwPZVVVinjcIWH3Xuqee/kMN/99iXKwx4URSQez2KzyTzwcAun3xtd5chrp+PSJL29ETJplWxGZWRo1rrPTgwzOBDDZpPwBxxs31FBU7OVJNnfH+X82TFME3p7ooyPL93R9v4Hm9my1eqZUVXtZe/+Gs6eGeMrXz5LuMKDIFrX3uOxc8/9TUXP2VLIssjW7WFGR+J0dU7R1xvB5Vas2F/d5Od+8fCCMLPzZ8YYGIiSy2mkUyrjownyeY3jxwa50j2D3S4V79faOqvCT3NLiHvvb+KtN/p4640+3jk2iMMhkU5bhpdg0MUzz20v5g2t2/s2b2nKZFTOnx1nfCxeKC+rIAoCqXQe07RCGB9/8uZ33RYEEXewjp2P/TrbH/oV4hNdREYukJwZIB0fI5eMoKkZDC2HaRpIsh3F7sHpq8IbbiFUt4dQ3Z4193pYDW95E3ue+je0HPpxpvrfJTJ8jlR0mHxmFl3LI8k2HN4KApVbqWi9h/KGg5biUBCi7e4QT/6zb6/rmA27P0TD7g8t+Z1sc7HtgZ+n8cDHGOt8jan+EyRnBqxYfgRsTj++cAvh5sNUtNyDcx0doq/F5gqw5e6fpu3wTxKf6mVm+CzJ6T7Ss2Nkk9NouTS6lsM0dERZQbF7cHjCeMPNBGt2UVa/F4dn44naDm85d33idzb8+xuBL9zC/mf/H1ru+nEmrrxVuB9G0PIpBFHB6S3HV7mVqrb7qGi5p6gcgnUvPfbLX1n3MZsPfpLmg5/czNO4bkRJxl+1jYMf/k0yiSmm+t4lOnqBxEw/2eQ0ej5reRkUB4rTh9tfjbuskWB1O8HaXdic/nUpmqKkEKzdSaCmHTUbJzbeQWzsMsnIIJnZcXLpGLqaQdcsA5OsOFDsXlzBGnwVbZTV7ydUu6ukUNwEbgvFQlMNMlkNASv0yO1ZaM3J5zRyuavhSoIoEPA7aVghVMTrs1NX5ydU5l4yFllRJB5+rJVA0El35zTJZA5RFPD5HDQ0Li4fV1vv57mPtdPdZSkWc/HxVVVeyspcNLWEqK5Z+KAIBaFfEpevADQfURQIhVw0NAaKce3X4g84qK/3EyxzFa2INpvExz65i1MnR+jtmSGZzOGwW70zdu2psuYwrxMKupZ9kHfusiyjF85PMDWRQNdNq/dAhWdBArGuG0xOJBkfuxq3ORdeAxT7LpimSXPL1UoZkiRy15F6qmt8XLwwbikmWY2KCg8NTUEOHKzF67PP6y1g9SNpaLR6PSyFw6FQVW1VvrLN82YdvruBUJmLSxcmmJpMYprQ0lrGrj1VbN0WRtdNeq9ML7DC5lWdsdE4sVimePzqGqvUpa4ZRAsdk+12mdZ82ZLjWSuCIFBT6+Ojn9jJpYuT9F6ZIZHIocgiVdVedu6qoq7ev2RlpYpKL5pqWIrtKui6wcR4gnNnx8jnddq2lOH1OZAlERPLUzAznebku8PEYhmeeW4HFRXWXD/6RBuVVR46Lk0SiaSRJJGduyrZs6+GigoP2YxGKnXVQyAIc89OgGDQtaSF2+OxUVvrozzsXlDxbGY6zVghxBAsb+Ics4XrkU5bOURz2O0SlZUesoXSt/ncwg7ccxjX9KP40Id3UF3jo7NjivhsFptNorW1jD17q3F77eSy2ooJ821byrHZZM6fG2N8NI6qGtjtMmXlrkVK8eRkkrHRq89JeXjxeeVzOg0FzwlYa8Cu3VWEw24uXphgaDBGNqNSXu6hrsHPvv01hMrcCzwrik2ioTFQbFp5LTabRGWVl3xeW1BWuKExyP0PNtHXGyESyRR6wZhUVHqoqfWxZ1+N1SvlJvQ7WApBEJAVR1FRuJUIgoi3vAlveRMthz59S8cyh8NdRvOBT9J84MYLnIIo4a/cgr9y7d2m388IokigahuBqm23eii3HEGUcPmraNz3ERr3feTGH0+wlOeK5iNUNB+54ccrsX4E81YGnJcoUeKGMTub4dWXe7h0fpwHHmrhyL2NixTcyYkk3/7GBQYHY/zMzx2kbcv6YrBLlChRokSJEiXm+MAmb5co8X4nEc8z0BclGHLR0la2pNcsEHTgdClWGdNlSpyWKFGiRIkSJUqshZJiUaLE+5x8XieVyi9qPJjP6wz0x4hFMwSCzmJX9xIlSpQoUaJEiY1wW+RYlChRYvPxeGw0NAY4f3aME8eHyGRUXC4bgmA154tF05w/N040kmH/wVqCwdU7G5coUaJEiRIlSixHKceiRIn3KbpuMDw0y9tv9DEyMoumGYX+HgKapqPrJm63jabmIHfd3UBFhWdTy8iWKLFWvtt3nvZQFc0+K8dHNwyGU1H64zM8WLtlQUNToFgN62Z62C7MjJLScrQHq/Harq+/TIkSJUq8Xyl5LEqUeJ8iSSL1DX6eenYbA31RZmbShco/ViUhr9derADkdNpKfYJK3DJ+/8xL/MquB2n0liEJApppcG56hO/0neXB2sWViHrj08TzWfaV19005eLVkU5GklEqdnlLikWJEiVKLENJsShR4n2MKIqUlbkpK1t/c6wSJW4VkiDQ5g/zocZdi7wVqqHzzngvw8kYe8pqkUoacYkSJUrcNpQUixKLyI4+jzp7DozFnYwRbdjK7sFe8ejNH9gmY6gJ0r2fx9QSm7I/0VaOs+lnERXfpuzvpmIaaInLqNFT6JkRTENDVPzIvh3Yyu8D0VFK7P6AMZaa5dh4L8PJKAAVLh8fad6DXZTpS0xzdmqYfeF63hztJp7Psj1QxUO1W7DLCmOpWU5M9DOUjOKUFfaHG9gerMIpKximwcnJQc5MDaEZOnvK6zBMEwSrvehUJsFXr5wip2tUuq4+S4Zp0h+f4cXBS7w52k0in0USrK7gD9Rs4a6KxlXvUdM0OTrWw/nIKFlNxW9zsqe8joMVDQBkNZWO2DinJ4eYzWdwygp7y+s4EL76/dtjPfxg4BIAe8tr2Vteh1uxeoicmx7hvckBEmqWCqePR+q2EnK4uTgzxlh6lkg2iSxK7AhWcXpqiJDDzYM1W/DbnSvOmWmanJsZ4fTUELFcGoeksC1Yyf01bSjizW1gOG8yMbRZ1JnjaIlODDWOINqQXPUowUNInhYE4RaNrUSJEreMkmJRYhHZse+RHfwSpp5e9J0ge2DLr78vFAtTS5Dq/gOM7OZ0kZY923DUfhzuOMXCJDf1Gpm+vyQ/cww9Ow6mhiB7kb1bcdR9CnfbPwNkSvFSHwxmcxn+7OKbxHJpql1+bJLMUCKKgIBuGlyJTfEnF97gx9oOoOo6eUNnNp8BQWAqk+DFwUt0RieocHmYSabojE3w8Zb9HKpo5HJ0jC91Hscl26h0+Xh5uINYPg2WboEoiNhEmfMzI7w+0sVPbr0LsL6TRRFFFNFNA1mUcCs2BIQ1C9eXo+P81eVjtJdVIwkiM9kUE2mriaFq6FyYGeVvOt/Bq9gpc3iI57NEc+miwtIRm8AuKVS6fExmEpyZGuJXdj/InvJaumOT/F3Xu/htTtyKjdNTg3REx/m1vY/w3uQALw9fZn+4gdNTQ5zzjaCIEmemh/HbnOwIVa04Z0PJCP/QfRKXbMNncxDPZxhNzVoK2S3BxMjPkO77AtmRb6Alr2BqSRBtSI4abOEHcTX/PLbQkdKaUaLEB4ySYlGixAccPT1kCQij3wY9U/zcVKOokePo6UFswbtQyu+jJCJ8MHhr7ArvTQ7yL/Y9ysGKRhRBYiabxCkr5HUNwzRIqlkqnF4ert2KIkpohoFdkrk4M8qFmVEerdvGAzVtxHJp/vupH3JsvIctgTAvDl5CN00+s/Uumn3lHB3v5atX3sPEEpLLHG4+u+0wTlnmq1dOFcckCAIN3hAfb93PZCZBVlP5pZ0PIK2jM3hndILe+DT/8fCHqHT6iOezxe+i2TQvD3egGQY/t+Neqt1+spqGIFBUXATgrsomHq/fTjSX5t+9/U0uR8bYFqjkG1dOo4gSn9l6F5UuH53RcX7l1S/xeP12DNM6u4+17COWSzOTTfKrux/iu33n6Z6dxDCNFedsIB6hOzbJP9n9EEcqm8joKjldR7lFXdFNPUd++k1SVz6HkR27+oWuoaeukM2OIchuJGc9kqv2loyxRIkSt4aSYlGixAecfORd1NjpBUrFfIzsGJmRr6GU33eTR1biVvHuRD8t/nL2hxvw26wyxC4lVPzeBDyKg7urWgg5rubvGKbJUDLK8Yk+ojlLUAe4GBlFEARiuQyd0Ql2hqqp94Tw2hw8WNOGS7bdlPPaGaqmyuXj98+8zD2VLTxQ20aNOwDAbD5NT3yKuyubaQtUABRDnOZo9pXTHqomYHfhtzkJ2J1Ec2myusqJyX500+T3z7yMLIoYpkFczXI5Oo4oCISdXsodbmo81vEqnF5cio2UmltxzmZzWVr85TR4Q/xD90m6Y5M8XLuVFn8YUbg1ioWhxsmOvbBQqZiHqadQZ46ixS+WFIsSJT5g3DTFIt33l+SnXsc0tevck4AgKiAoCLILUfYh2IJIjkpEZy2yuwXRUYkg3pwXVYkSdzp6ohszN7PiNmrkxE0aTYnbgYSaxW9zIq4QxiILIgHbwt4npmmS0zUCNid3VTRS5rSUjrurmql1BwnZ3WQ1FYekIBVKGztlG3ZJXpSkfSNo8Yf5F/se4/hEH2+P9fDaaBef3XqY+2ra0AyDvK7hsy3fz8Wj2HHICmB5UMRCWJZmGqS0fDEfQy54Eh6o2UKrP8x7k4OW10MQkAURmyghYHlA9FXmrNzpwa3Y+Mc77uXdyX4uR8Y5Ot7Lx5r38mzTLhTp5tsHTT2DFju74jZ6ZgQ9M7yu/RqmwehsJ3bZTdjTsKbfpPOzgIBDcZPTMsiigiLZV/1diRIlbgw3bUVSoyfJDH0FzCUSgteNCIIEoowg2hEkB4LsQZC9iEoAyVmL7N+DrewelMA+BMlZivMssQhBtKOU3Y2e6sVU4xhaHFONL520/j7G0OKYRm7lbXJTN2k0JW4Hyh0eBhMRdMNYfiNhcR8JURBwK3aq3H6OVDWzp7x23ubWtnM5AqqhA5DIZ8lqWjEUajUEQERY49YLkUWRuyoa2RqooGd2im/2nuGLHce4r6YNmyTjlG1MFnIulkIUllZ/ZEGkzO6m1h3guabduJSrhq2cpvHe5OA1v7v6lyiw4pwJWPO8s6yGRl8ZI8koLwxc4AuX3+bR+u23RLHA1DDU6CqbpJbM01uJwcg5hqKX2FJxZM2/GY51IAoSjaHdpHIRXDZ/SbEoUeIWcoeGQhlgGqCrmHoGU73ma9GGOPEjMo5KZO827NXP4qh+DkEJ3HaVbSbivQxEzlMXbCenJhFFicbQnls9rA8EguLDu/O3MfUUGCqmkQcjj6mnMdVZDHX26n/zs2jJTtTYWUxtecHjTkQQJFglpEKQSnX7P0g8Ub+D/+vYt3m+/xzPNOxEkWT64zNsD1YirXCvCILA9mAVx8Z7+dHQZcocbjyKnf7EDGGHhxpPgIMVDbwy3MmFmVF2hmp4vu8cKXVlxXY+TlnBZ3fSG5+mNz5NpcuHIko4C56ElTg7PYxNlKh1B6j1BFFEmZRqGRLKHB72ltfx6nAn+8L17AhVE89nMUyDOndwxf0KgsCHmnbxrd6zxSpTGS1PZ3SCfeX1K/+W1eesNzZFTlepdvmpcvtxK3bSWn7NytjmI4CwivggyKtvM4/p5DAnBp5HFCSq/VvomY5S4WlBFES6Jt/BLruIZSdRRBtNob0k81FGYh3Es1PUBXYwGLlAJD1Ka/ggscwEE4le4plpavxbqfa1cWn8TRK5GYKuavbVPYlYqlhVosQN4Q5VLFbByGPkJjByE2iJDvKR42SHv4Kr+ZewVz2DIN4+p51REwzHLuFQ3JimiYlJJp9gPN5DfXAnoigRSY0wm5mkNrCD5rJ92OSSkLcZCKKC4tu+8EPTxMQoKBoqmIX/GirZ8e+jZyfQk+8vxUK0VyBIbkx1dtltZM/iJmUl3r/sLqvl59vv5aXhDr7dexZZFKl1B/mtw8/hlFdWQrcHK/lo816+23+e33j76whYCdk/s/1uatwBnm3azUhqls+dfRWbJLM/XE+LvxxJENFMg7+48DZvj11hMBFhMpPgp3/4l7T6w3x22xHaAhXYJYXDlU10Rsf5D8e+iVdx8FNbD/N4w45Vz2soGeUbPaeI53LIkki5w8Mv73oAAK/NzpP1O4hm03zu3KvkdR23YuOphp18onX/qvt+rnkPCTXH/+l4hz869xoOWabZV86e8rpVf7vanE2k43y95xQjyRiCIOCSbfzqrodwSqsrUzcCq6xsHXqya9ltRHsZoq1szfv0OkKE3DWUuxso9zRwfvRVfI4woiBxZfokVd4Wytz1aEaeU0MvUO5poMrXimHqmJh4HWVMJQfIqWlmUiOoeo7G0G66Jo+TUeMYpo7bHiCvZ6wkodvLxlhiHejpQdTIScxiBIyAEtiH7N12S8dVwuL2kbBvFEYeIz1ILjOGNnsRR/3beLb/X7dVrwGfM4xu6NaiqKVoCO5iW+U99M2cIZGbIeSqYUvFYS6Nv0mlr7mkWNxIBAEBCSRpkZVetIffl7k7cmA/oqN6xbK79tpP3MQRlbjVOGSFDzfv4XBlEyktjwC4ZBtuxY4oCNxX3cqWQAX2JcJwnLKNe6tb2BqoIJ7PYgIOSabS5UMUBCqcXn555wPMZJMYpkm508MnWvcTsrtRRIlnm3Zxf3UrummFYYmCgFO2Ue3yF//eFarhN/Y/STyfQRAEqlxrW8/vq25liz9MXtcRBQFPIQQJQBJEGrwhfmHn/cxkk6iGboU4OTzYJYkfbztI3tAJO73F/f2Hg0/hkBS8igNZFPnJrXfxRP12spqGJAp4FAdexcFHmvfwRP0OvIqDT7TuRzV0yhwePlMopbvanO0tr6Pa7SejqYCJQ7ZRXfDU3AoE2YOt/AHyk68su43s24nsa1/zPu2yC5ctgNcRwql4MYw8uqFhCgY5NYUoyoS9DcQz08QyE4TctYQ9DcxmJhEQcCgeRFHGNHV0Q8VrD1Hpa+HC2GsEnFV0T72L117OgfqnEW5R0nuJ68c08uQmXyVx8beAuVBNAW/7fywpFrcJ73/FYg5TRU8PkO75PHpqAP+BP0G0BW71qADwOyqRJZloegwBkESZMncd3ZPHyaopPPYQYU8jqv4SRiEuuUSJzcIWOoSj6mlS6X7M/OIkbkf9j+Oo/tAtGFmJW4lbsdPiDy/5XcDuImB3Lftbp2yj3hta9vsKl5cK11UBvXLed3WeIHWelUOPHLJCvTcIrLzdtQTtLoIrjFsWJcJOD2GnZ4kxL1ZeGr0LLfLLzUv5vP3NV0zmNwBcac68Ngde2+1jUBIUL46aj5Ib+y5q9L1F38u+HTjrP43s3ZinUxJkAs5qXu/+PwSclcii1a9EEmQEQcDvrEA3Nd7q+Xt0Q6PK18aVyRN0TRwjqyYRBQmn4rXCnUyrN8pMagRVyzKVHCLkrrspxQJKbD5Gbgo1dhojMzjvUwFDS96yMZVYyAdHsShganGyY8/DezqBu76IIC//krlZiKJE2NOIy34eh+whmhnnxct/SsBZhc9RjihIJQtLiRuGIDlxb/0XSK46MoN/hzp7DlPPInu24Gz8KZwNP31b5ieVKFHi1iAIErJvB/4Df0K65/PkJl9Cz44jKgHsFY/ibPpH2MruXbeHd3/d00iijCQqbK+6n8bQHmTJ2odV7cmB11FOla8NQRDR9ByCICKLNsCkreIuSwkRRCRRRhFtPLrtH3G8/5s8se0XKPPU86OOP2NrxeFV88pK3J7o2XG02fO3ehglVuC2USyUsntxNf+ClUi6HKaOoacw1QSGOouRHkKNX0BP9lgJuGtFz5Ab/wGJC/8Pvn3/6/oHfx3UB9upDWxHEmSe3PaLhcXORDdUJFFBQEAUJCRR4fFtv1AKgypxQxCVIM7Gn8FR92NWTgkgCDKC7ATRWVIqSpQosQBBUJAD+/Du/T28Rg7TNAABQbIjSC6rLPw6cShXe6LYJAc2p8PKE5/nXZCQUSQ7pmmC7F7wvUNZ7Gly2fy0hQ/TOXGUrqnj7K55dGU5o8RtjZEdR4tfvNXDKLECt41iIbubcNZ9ClZdjEwwzcJ/DUwMTHWW/MwxsoNfJjf1BqYatb5faS96iszQ32OreAR79XO3THCSRIW5Jc4uWouqiQmmVUt9/rjmL7olSmwqgmCVbS5VfypRosRaKOSjCTcoX3G1d/J63tm1gW1U+VoBK8yqFAZ1Z2JoSbRkN0Zu+lYPpcQK3DaKBQiFvhTrs3IIgCm5cdR+AkfNx9ASl0l2/C658e8Xqtwsr2AYuSmSnf8NW/ihG7Y4bgTBMsGUKFGiRIkSJa4TUZAQpZKX4k7HyE4WGjPeqjLLJdbC+yLIUBAEBEFEEGUU/24Cd/0l3t3/BcndxMoSuoGe7CE7/LWbNNISJUqUKFGiRIkS68I0MXKTqKt0fC9x63lfKBbXIog23C2/gmfrv0Zy1rGScmHko2RGvl6MKy9RokSJEiVKlChx+2BiYGTH0BKdt3ooJVbhfalYzOFq+WUc9Z9BkL3Lb2Rq6MketPilmzewEiVKlChRokSJEmvCzMdQZ8+Dkb3VQymxCu9rxQJBxNX6i0ieVlY6VVONk48cv3njuuN5f982JUqUKFGiRInbByM/gxY7c6uHUWINvO8lRNndgqP6OQR5+YpKpp5Cmy2VL1szpVJ9JUqUKFGiRImbgGmaGLnpUn7FHcJtVBXqxmGvfIx0759haoklvzf1LHqq1ypjW6rXvwoCgrjybWMaeUx1FiMfxdSSmHoG01ShUOccQSqUNnUjKn5EWwikUq+EEpuNialnMdQEphbH1NOYehaMHKahA0bhmZese1KUQLAhSE7rn+xCkD1WTf5SM60bjqlnMHLTGOosppbCNHJgFq6TICMISuGaeBFtQQTZt+padDtjGqq1Tqqxq+ukoYKpWRsIEoIgg+RAkFyIsgdB8Vv3ZOl+LLEMpmmCkS08R0lMLY1pzK17WuE9jNUzS5AQRMVqZCg5ESU3guJDkL1Wr4/b4J1smiamlkRLdqGnB1f/wZ2KaWIaeQwtjjl37RasCSYgWWueaPWKERUfgi2AIHluK/npzl2V14Hs34dgC0JuYukNTA1DjWLqmXV14taSV9BTvZh6bolvBURnNbbgwY0Neg0YuSnykXevLhTXINrDKMFDm/zyFWCJbqqmaWBqCfTUAFqyCy12zmpemOrHyE1gqAkwcgWlwoVoL0dy1iJ7dyAH9iH7tiO7WxAd1bfVA3InYuoZtEQHenp4k/YoYCu/3xJqbvdrY5oYWhwjO46eHUNP9aElutFTPeiZUYzcFGZ+BlPPYhp5S7GQ7AVF14ko+xAdlYiOKiRHDZK7GcndhGgvR7SVIdorEGR3SbC7BiM/gxo7v6TxRvZuR/K0LN2UzDTQs5PoqV60RAdq9ARavBM9M4SRj2DqGTC1gqLnQ3JUI3lakP27Ufy7kTxtSM56RMXDzarRrcU70FJ9VxWAOQQJW/hBRHlxk7Y5rHUyad2XqV602Dm0+EX09AB6dhxTTWAaGTBNq9Gc7EG0lSM6q5FcTci+HcjuViRnNaKjBtEeLigg13/uemYYLdGJqaWve18AkqsB2bsdQbJvyv6WwjR19EQ3WupKob/VEuNw1iD7dt70Hj16dhw1+t6y72dB8aP4d1mGtevBNK3E5twURnYCIzeJnh5ES3Shp/vRMyMYuUmMfAy0lGXkA0tZlxxFRV10VCI565E9bcierYiuOiRnHaKjsrDe3fjna06JMLW4pRipsxjqLHqqn9zYd4Gl5xJAm71IdvT5TRmHaK9ACR7YUJPH9WIaKkZuGj09iJ7qRY1fQk90oKeHrDVBixfWQR1BsIHstuQnRzWyZwuyfyeybyeSsw7JVX9b9KL6QCgWouJFctahJ7sLFrAl0PMY6izSOhSL7Mg3SHX9PkZucolvBRx1n8R29z9sbNBrQI2dI3r0k2AuXdHKVvkEwXu+vrmKhSAgiAtvXFNLoyU6yE29Tm78BdTIiWW9Q5gappFDV6PoyW7yU68BIHm34ah8CnvNcyiBfYi2ss0b8wcMIz9Dqut/kxn8203bZ9mj76AED23a/jYb0zQwshNoyW7U6EnUmWPkIycwsqPLP/Nz6GnLmwEYjEDi8oKvBdmP5GlB8e1ECR4oCMqtSM6622IRvx3Q4peZPf1P0RMdi77zbP8PuLf+BoItsOBzIx9BjZ4mN/FDcmPfK1R7WVpwsISNJEZ2FDX2Hgx/FcFWhq3sbuxVz2ALP4jsbkGQnDfg7BaSHvxb0t1/iKmnFn4hKJQ/fhLBt3OxoG+amEYOdfY8+em3yI19DzX6HqYWX/Y4pqYWznkc4heuHkZyI/t3Yyu7G0fDZ1ACB9gMoS8/9TqJi7+Jnuq77n0BOJt+Hu+u30aSKjdlf0ti6mTHvkuy43cKfasWYyt/AP+hv0J2N91UC3x2+OvEz/7LZdYfAaX8fvwH/uS6FAsjHykqqWrkJGr0PbT4BYzc1Oo/NnVMI2cJ75lhmD1/dXSiA9nXjq38fuvZCuxDcjVtqmHJNLSCAhHDzMcw1BhGPmoJ2Ol+9FThX2Zo2Ws7b29k+r9Apv8LmzI2e9XTBA5/adGatZmYhoqRHUONnSY/9Sa5qdfQ4pdXTE43zQzkM+j5afREB/mpVwEQHTXYwvdjr3wKJXgQ2bvN8kLdIj4QigVQEFRFYGkhw0S3tMISqyAUhSnTNDHzM+Qmfkhm8Evkpl6HDc6hnugklegkO/59nI0/jaP24yjeHbeFK7bE7Y2Rm0GdPWsJqOM/QEt0Wd6xTcLUZtFip9Fip8kMfRnJVY+z8edwNf9jJGfNph3n/YqeGcHIzyDOvaRNEy3ZTXbk22QG/hot2bW68rcEZn6G3Nj3yE+/ja3iEZz1n8EeftgS1G7FumGqGPlp61yEq69W0zQw8zNkx18k0//X5KffXNYYtKbD6CnUyDuokXeQPFtQ/PussJYPIIJoKyj7O1Aj7yy5TT5yEj3ZheSqQxBuvAUawNRzZEe+vry3Qnaj+Pcie7asf9+mgZ4eQotfRo2eID/1mmXMu1bRvQ5MI4saO4UaO0Vm8O+w13wUZ/2nLc/1JhlTtNgZcpMvoyW7LY9dehA9PbSpa/eGuYH99yyvTBx15h2yY8+TG/s+err/uvZpZEfJDn2F3Oj3Cmvhj2MrfxDJVbc5g14nHxjFQlB81uK73A1jmht6uX3gEEQEyVWwEI+TGfg/pPu+gJ7q2ZTd68lukpd/By1+CXfrP0Epu6cUdlJiSUxDRU9eITv6HbLDX0ONXwAjf4MPqqOnBq3j3AQ3+fsBPTOMkZ8BWsE0UKPvker9PNnhr69osV8rphojN/JN9EQXetMgzvpPIzpqbknYnpEZK7xHrFeraRoYmVHSfV8g3fcFjOzIph1LkFzYwg984ItpyL5dKIF9qNGTi8PTAIwM2fEfoIQOWyHRNwEtfgk1doblBA7RUYO98vF1RxOYRp7c2Atkx39AfvKVgndp+fCgzcDIT5Pp/wJq9DjuLf8SR92nEFcohrNWshM/ItX9+5j5mU0Y5Z2BaeoYmTEyI18jO/B3qLFTbKYWY+qpojfU2fAZnA0/iezfe9NlqA+MYrHqwycIJUFhTQgguTByU6T7/pz0lT+2rHSbiZElO/INjNwUnu3/Hnv44Q+sRa7E0ph6mnzkXdJ9XyA3/uJNfTlJrnqU0KHrj43+gKCnRzByM2CaqNH3SHb8LrmJFzH1zYnln0OLXyTV/b8xtQSu5p9HctTcdM+FkR0vCLd2q5JNZoRU1++T6vsL2ESLMoDs34XkrL/9855uMJI9jBI8gDRes2xyb278+7hbfxVBCdyU+coMf2X5CAhBRva0YSu7e/07Nk0yg39Hduy7N92yr81eIHHxN8HUcTb+zE3JP3g/YRoaWqqHdO/nyQ58afPlpqtHwsiOke79M/RUP662f46t/L6lc9xuEB8YxcLMx5Z1SwIIgowgrT2/4oOKpfmaZIf/gXTPn67t4RAkQChY8taonRt58tNvkuoQEGQPttDh6xj1BwxBQXTWIrlbrKoSetpKyLyO8IvbCUNLkp98ldSVz1lhJTfaS3ENStm9VgzrB9xSvFaM7BhGfhot0UHqyv+P3OSP1qZUCFIhIXftFlkjM0y6988QJBeupn+EaC/f+MA3gJ4dwzR1BCxPSrL790n3/ukNEQLtlU9sqnAnKEEkdwsYeqGCWqGK2g22iF83goASugvZ176sYqEne1CjJ5FcjXADk8kBjHyU3PgPwFh6vRWVILay+6zE+3UiSHbsFY+Rm3oNM7/Re2ouEXv9ERpGZoRk5+8huRqwVz6xwePfAWyy7mmaOnqql1Tn75EZ+vIGQsbnDKtrfxZNLUl2/PuFtfbfYi9/4KYZaD8wioXlil/uolh5A6Liu5lDuiMxjTzqzFtkR59fMmldkL1InjZkTxuioxpR8RcSKgWrlJoaxUgPoSUuoyWvrCwUGnnyM0dJX/kc0s7/guRuuHEn9j5CVHw46z6JEthrlRosCgkZq4ynnrr6uZbCUKNo8cuYauxWD31VTD1DfuoNkp3/w4qpXnP4olCorlOLaA9ZFa5EGyCCkS/MTRw9N4mRncRU4yy1XgiyF1vZPUjO+s08rfc1ppZAjZ1GjbxLbvwHmFrymi0EREc1sqcNybsFUQkgSO7CumFgaCmryleyBy1xadXE1DlrneRqKPQwunkGIz0zVihQoZLq/TyZvi8sq1QIkhvRWYPoqCqcs9N68Rsapp7GyEcwchPo2fHFgoggYat4dMkKfRtFCezBs/VfYeSm560X1jph6Clr7dBShXUjiZEZQVsiWf9WILu3IPv3kZ9+a4n7C8AgM/JN7FXP3NAqVQD56TfR0wMsGwblrMJe9fSG92+v+TDywN+gRmMrrH8igi2A5KxFctRa95gtaJXOLtxnppG3rmNuEj3Vjxa/VJCTVjL+meipPlLdn0MO7EWyV2z4PCRnLbbQIQx1DeGQhmpV9cuOLr8/VyPiJuW8yd4dm1b0xjRNjOwEqa7/SWbw71btHC7YgsjuFqRClUxR9iLIBRmq8A7Xs6Poyd5CFbcV5k/PkJ963ZJvZS9K8MCmnNNqfCAUCyMftRbn5TwWgoxgD5cqvKwBU0uRHfoqemZhKVNB8WML3YOt4lEU/y4kdyOiPVyoNW9Z1UxTx1Tj6Nlx9OQV1MhxsqPftqrBLLNAmnqa3MSPkLw78Gz9V6VrtAYEyYkSPIgyv9SxaWKamlVmVc8s+GdkBkle/i9WacTbGNNQrfj87j9Ys1IhOmpRQodQ/HuR3I1IjiorHEL2Wvdl4QWLnrNesvkZq/RfZhgt2Y2W6ERP9hQXb9m3E9m/56YKq3c+JrnR72BoScxrPJySqxl79TMoocPWy9TVaNXRl5wIolKoyZ/DyE2hpwetqkqTL5GbfB1TjSx7RL0QciB7tiIHdt8075JR8Fjkxr5L+sofLRZyRRuydzu20N3IvnZEV52l8Cq+wtomYpoa6BkMdRYjP42eGbFKqiYuWSV91RiSu6WQ+Lt5FkjJaZUXXUChmlVR0Zj7p86Sm3yV5KXf2rTjXw+C7MRWdoTc+PfQ5lU3mk9+6nX0zFChbPYNstyappU7tJxFWnJaSdu+HRs+hOSswVH7cbT4xWuqL4pIrnpk/y5rnfJssRQKRyWSLbzgubLWPc1a//PTlpIYv0x+6g2yEz9c9JwuPEe1YCR4EVfjT2/4PGzhh5A9LVZvjVUw1RiZ4a+SHfr7ZbYQsFc/i6P2kxsez3xEewjETZA1TBP0NOneP11VqRDtldjK77OqcHm3I7nqLRlK8oCoIAgCpp4v9PsplBROdpEb/yH5yZeX9QKbeobc5KuIjlo8jkokZ+31n9cqfCAUC232AmY+ynKauCA7kT1tN3dQdyqmtkipkFyNViWnmo9Ymv4yQpcgSAi2IKItiOLbga38PpSye0n3/DG5iZeWDdUxcjPkRr6Jrexe7BUPb/YZfTAQBKvBmKiA4l3wle4oR1ACt2Zc60BPD5Du+wvy02+sqlSIjqpCGdJHUAJ7kNzNlhV8DfHVpmlYVtrMiFVLPNmDOnsGNfoe9sonkL3bNuuUPjAsLmEqYK9+zqpeEn4I0VG1pLAnCAJIDiRXvZXbEjyIrfx+ZP/XyQz8rdXYdBnyM0fJjnwDt6sewX5zylcb2TEr16Pzf1j5FnMIEpK7BUfdp7CXP4Ds22H17FmDVdSqcz+Jnh5AS3ShRk4gOmsso82NzhcQhEKPl2tKjOtZ9OzYjT32OlGCh5C9O9BmL7KUt9GqYPgjZM9WuEEGKi3VRz5yfMUwKHvV09ftNXHWfYrMwN+gxS9ZFabK7sNWfj+Kb4fVe8fVgGgLslJMjyDKCKIXUfGCuxkldMQS9oMHSPf+KXqyl+WiPAw1Rnb4azjrPr3hc5Hdjf9/9t46Tq7svNN/zqViaOZutVpMI9ZoQEMesD1kZrY36+wvTJvsJtlNNoxeZ+PEThyzHfPYgx5m0oyYqbvVzF1cl87vj1tqqdVdLeoWTT3+aCRX3brn3Funzj3ved/3+0Ko5ayOdfID3n2dATW84LJbH0hccn2PkDn6leLhn0JFi68m2PwxjOpb0cLFZbOF6kOoPhQjjhZZhFF1M0bF9eQrNpM+9AXcIrXapDVOvvdBtOhSgq2fmXMp2reEYZEfenbGmF6hhtFiKy9ij64elGCzpxTR9H5U/7nplStGOf7au1D9tSAE+b7HiiwYXezUQXJd30cvW+dNhCXeUrjmmKeG0vvQGXIqBHr5JoLzPoFR8zYvufUc49CFULzCZJHFaJHFyMot+PJ92Ol2VH8dykVapF69KPga7ie86DfRy9ad00NOqH706HIUXyVCC5M58qXidRdck+zx7+CrvRNd33RRqnQ7meOk9v4J1uibTCzKhI6v+haCbb+MXnEt6jnG1gtF90JaAg3o5ZvwVd/mvV7ymk1C8degl6/HHHoWNzf9Ait7/PsE530GofjmJLE/3/9oIVRvuk1Mz6Pgq77lgttRg80EWj6Okz6KXrH5pIfiAp6NQtHRIosI+qoRWoTU3v9dPPRIWtjJA9jJ/ejxa867zasZT7yh19tkmLbWGSB0jMrrCC36TYzKLeccji8UDS22yivialSQnOE7czLHyfX8DL1sA0b53Nakuuqldpxsl6caM5NhocdKycHngTDKCTR9kEDzh8/ZqDh5EgW9bC3hZf8LdQZNb2mnMEdexRp57Tx7W+JKRUoXO3WIbMc3kWbx8BcQ+GruJLz0f+Bv+hBaqHVWkluFanjJilVb0CILS0nbF4hReSOhBb9yzkbFBEKg+msJNH0Yf+P7Z/S2Oel2cr0Pz4qs7dkgnTTm4HMnva9Cw1f3TiIr/gxf7dvP2ag4HSHUCe9NaRxORggVo+IG1FBb0WPs8V1Y4zuRc1CoQDp58r0PI+3p1b+EFvK8cxeQl3DyZIJAy0cJLf49Ak0fQo+vmbUNN8WIE2h8L/7G9yDU4rKy0kpc9uGzl5psx9exxrYVeVegx5YTWvgb+KpvP+8cXyEEQovib3o/oYW/OoP8tIs1uhWz/7GCKMPccdUbFtnO73kJZsVCJxQfemylpxZR4uwRKnp0BcHWz87KDq4eX0N48W8z05B0Ukc9RZmziMkscfUgzVHyfY9hFYmdPoFRuYXQwl/DV31L4SH71pbhvBwReozAvE9gnK9RcQqKv7ZQCOrGGY6S5Lp/iJPr9/I1Lgon2hHo5RuJLP8T9LI1F8Vj8lZHi61Aj60ApUgFdjdPruuHc1KzyhrbVlhrTB8GJfQ4/vr7Zk2ZR/XXooVavJCmWfa+KEbce7bPsGEonQx2Yu+stns14eZ6yLR/tehYUwINBFo+ga/61gsOjfOMizCBxvfhq3170eOkOYI5/PKciy5c1YZFrvdhsp3fnrEcvKLH8Te865KWP78SUfQyfPX3ooZaZ+V8Qij46+9DL99Q9BhpJ7HHdswYV13iakPi5HrIdf94RrlcNdRGoPVThcqwRRYVJS45RtXNGOWbZkXaWwiBFlmCr+Z2FH9xNRgnfQxrZOsZ1VhmG6HHPKMiuoySkXtxUAr5BuoM6kC5np8i7eSsG5q53ge9ei3TIXT02MorKmxIiyxGL99YVHlMuvmi8r4lvLA7J9M1/ZtCQ49fg7/xfYhZKDYI3hpK8dcRbPnEjEUzrbEd3nw4h1y1hkV+4BnSB/4KO7Gv+O6E0NCiy/HV3nlxO3cVoPir8NffO6vqGkKPEWz9zAxHSOx0e8n9+hZC2lms0Tewk/uKH6To+Ovvw1dzRynu/HJGqPhr7kANNs1afLtQfRhVN6KXrSl+kHQwB37h1XK5iARbPoZRcd1FL9L3VsdXdZNXj6MIbraX/MDTs9qma45gDj5bROrWC4Py1d9zRW16CEXHqNjs5aNMR0FUYKb6YG9VpGOS6/xOcW+Fvw5/3b0zeoTOC8VAi18zWRHyNNx8P1ZiN645Orttn9qNOTvzJcK1xkkf/QrJXb+LOfLajLucih4ntPBXS/UrzhXF5yUMzXr4mIKv5s4ZKxq7uW6s8Z2z3G6JyxXXGiU/8OSMCdt6bBW+mredfcEpKb3EOmd2wiFcxyafHsZ1zj1ET7ouVi6FlUue+eArHDU0HzWyGGa5EKkWXoQeWzWjFHV+cGYBj9lGaGGCbZ+f1ToTJc4OJVCPXr4eoZcVOcIl1/ndWW3THHyusDs9/SJb8VXgr7tnVtu8GOjxVTOM4YIU8UUuUHolYI28gp0+QjElUjVQj6/2zlmXPRZCoBhlGJU3FD9IOjipQ8VFL2aBq8SwkDjZLjLH/p2xVz5Eas8fYY1tn1k9RvHhb3w3vpq3UXJTnxtCC6GXbZz1mGGBVxxmph+FtDM46Y7iLucSVxWuNY419MKMx+gV16OVrTvrSToxeJhtD/4Je5/5fwx2XLj3y7Hz5FJDuEUkJk/FzI4z3Lkd6XoLECkdzNz4W8Kw0GMrvDois7yDLxSfJ996eg2GU3CzvdjpYxctP8tXcxdqsFTQ81IghIqv+rapNTlOIT/4zBTZ9Ash3/dI8doPioFRdevs705fBBRf1czzqnSQc1BV/kon3/948QRpNeDVsJmlYn6nI9QAWmzVjMc4mU6czPE5aR+uILlZKd2JCrmuOepVJE13YCf3FUIlDuCaI54rUp7p4aGgl60jvOyPryjX5OWCUANzEysqBEJo6JVbyPX8rMhBEjffh5NuL8l+XuVI18RJHi4epwoogUb0+OoZvVyn077tpyy49qMoqsGhl79BMFLN8T2PIoRCeeM1qJqP7n2Po2o+KprXgpQMHHuVWM0i/JEq0iOdpMd6iNUspKp1E/2HX0Q6FoFoHbYrOfTKN3GsDI3L78IIlnHsjR8CgsYVd5Iabqd9+wPUL76FyuY1OFaeoY6tVDSvwRcqZ+Doqwx376S8YSW6ESQ53EFmvId43VIqmtbQtftRcukh6hfdTFnDShT1ipnCUcMLEOfwPZ01QqCGF6EGmnBSh4sc5GKPbcco38DFeOz56u8Goc99nYkS02KUb0ILL/BCKKdZD0g7Ra77J4QX/uoFt2UnD2GNbS/qERNqgEDzB+auKN8cIrQ4M+4/SzknifBXOubgMzPUMomjl2+cO1U3xefValH0on1wsj04M1Qxv1Aum6dStuuH5Pt/ceYDpUTienF90vGqlLrWWRgTJ9Eii4mt/zcU35W3g3A5IBR/oerrHKBo6LGZjRavknoPOsXjCEtc+UgnW1AdKR7Dq4UXokUWndNDO5scIFzRgp1PY5tprFwSM5tg2c2fx8olGenaSaxmEUIIdCNEqLwRKR0Sg0fIjHURiNbSvPId9B16nlxykPLGlfQffhHXsbDNDJmxbto2fphotSd72bD0NoaPb2e4400q560jXrOIpuV3oug+rFyKQKwOMzPGaM8ebCvL/LXvYeDYq4wc306kqo3mVffSs+9xjEAZmfEeGpa+jXjdUoRyZcmNqsEWlDkqxKgGGs8o42kl9yNde6a8xtnqDUbFDTMmUJaYW4QawKi+BXPk1el1/aVNrvO7hBf+ChcasZAfeAonW2yRJlDDbRgV119QG5eKuar3cTXj5Pqw08co9twSWhgtsmjO2hcIhBZE0WO4+em9aNIa9zbipTMnBs5lY1jg5guFZeYSgRZbTtm130cNLyztJp0nQgvOmRsPFLTIQhB60fwYaY7iXmZVX0vMPtLJYSVnljNUQ62ooXnndF4jECOfHkFRNK8avKLiD5WjGUEU1UDzheje/yT1i29BaCpdex9DCO9Yx7HQ/VH8YS+fQ0oHoahetW7pEohUsfiGz3B06/epat1EPjOCmR7FF67CzIyiKBqKaqBouleITwgQAle6SCuHEKD7I7iug2ObGIEogUglUrr4QmUs2PQR2rf9hHx6lNpFW1C1KyOGX6ghFKNiznIOFH91oUaEQrEHupM6dE4bUOeLGm5DMWJz3k6JGRACX93byXZ8s0jBMImdOoA5/CpGxbXn3Yx0TcyBJ4oXQFN0Ao0fmpV6OpeE0hLpnLET+2YMDxOqHzXQNHcdEAKEhlAjQJHwPCTSHENaSYQRn/UuXD6GxZwiQPHjr72L6Np/QvHVlIyK80VoKP66Obt/AkDxoQYacDLt0x7j2kmcUo7F1Y+bnyG0BRAqaqDunAtOta57L7t+8Xf4gnEal9+JUFRUzVM+ka6NlUti5ZKkRjoBgZPPkkuPoPlCqJrfCz8SAkUzyKdHGGx/g+HONzACMWLVi+g/+hKO7T1YFKGSHu3CtrL4w1XeOXQ/h175NtWtm8ilh+k98Ay+UDl1i24il+hnz1NfJFLVRrSqFUXVAYGi+ciO95EaaffyMa6w6UsxyhBaaA7nDQVRqMZdrBiekz5+UcI2tHAbCLX0jLnEqMFW9PKN2Ml906o1SSdL9vj30Ms3nfd3ZQ2/gp0sbrAKLUSg+UNcqh+sJ6krC8pNhUgPZCHyo/Ced+CJT0x6zbUSJdWnc8RO7i8aggR4IZJaCNccm8VWJaeOMWmnzxjm79rJQvhefBb74XGVGxYCoQZQAg2EF/02gZaPzqgcUuIsECqqUcGcTZRCIISK4q8talhIJ+stHqQsuWmvYqRr4eT6ir4v9DiKr/qcXbnxmsVsePdfgJQT4UTR6gUApMd6yKWGWXv3H5MYOEQ+M8rC6z7htXda6NGCTR8BoHbBDbD5YxOvR6vbCp4I7/jGFXcVDASPhZs/hnTdifyIuoUnC7xVNq32FgOCSeFdi6//FACuc23hvStr4Sr06NzOvUKg6HGEFipqWLjmEFI6cz5vKP6aUhjUZYAQAn/dO8n3PYIznQysa5LvfQS57I8RRjEFqeJI6XphULnuYj3AV3MHaqDunM99vkgpQVpIJz/xt2sO46SP4WS7cHN9uPkhpJ3AtVNIO410c97xTq7wb+8Pbg7pZEs5FOeIk+2a8Z7ZY28y8GDDRexREaSFnEE19UK4Og0LxUBoYVR/Lf6G9xBo/TRqoPGKTJ667BAKQo/MeRvKTO45N4+0U0gk4krbui1xdhQekDOFRypaBHE+UtFCeONmmqETiNYQqZxHx44HCMbqqWrdeM65DKcaEQDi9P8vFIRaZC4SYkaD4UpK1p6EGgAxt2FbQgsV19wHpDUGrn3a3t5c9CM6xy2UOFuMyhtRQ604mY5pF3uuOUS+7xECzR8+53O7+UHMkVeR5sj0BwiVQPNHzvm854qUElzT24G2xrDHd2AOvYg5ug07sbe4WlWJOcHN9XsbGJc50rXBnZt+XqFPqVMQqmdIKH6EGkDoUfTYCny1d+GrvasQ9lQyKGYLLzFodipFFm9EKTycZ8C1PDnhkgfqqkTixS8zQ+0BoQURWnhW29V9IWrarqOm7bpZPe9bHSH0uVNBOdGGGjhDDodEunNfy0IoRmnD4zJBaEF8NXd4qk3m1PBZ6WTI9TzgVUA+xzwIc+gFz2Apghpsxqi6+Vy7fE5IJ4uT68cafYNcz08w+x8vmrBb4uLgmiNXSPhYITxuDrhsDAuhRTyVphnnYwEIz1AQGigGihFHDTajhRegRVehl61B8dfM+UPsrYvwEqvnmjMkeUppI12rFNp21SKL64CfQBgz7lCXuHwQQoW53uAR2hlDkLwxNdc+i9JG1uWEr+4dZNu/hj2NYYFrYo1sxUkdQYsuOetzStfEGnoedwYp7EDTB+fs+SRdBzfXTX7wWTLHvoI19OKctFPi3JFOlmKF8d4qXDaGhVFxHeElvw8zFV0Tqpf4ovpQtAiKUY5Qg6U4+4uKV2vikrchXeDydzeWOF/kzAUuARS1FMt+RTHHD9uzyDu5WAXySlw+6NGlaGVrsNNHYRq1HtcaI9f7M8LnYFg4qcNY47uQTnra94UaxN/4HubCyJR2BnNsG5lDXyDX83OQs1X5upAXJpTCb0kttJfmrb5QPidck7f6/bpsDAvFV4lesQkxR3KEVyeXYvDKi+Dmk5zRaBCC0s7g1c5be3K+mpAU1GjmFPcUdZvpKYXFvhUR+Ovvx+yfXhZW2iny/Y8TbPs8inYW+YNSkh96oVCrYHr0iuvmRNLetVPkex8mte9PsRP7OetQFsXwokK0MEINep4UxeeFfwnNkydVDITqA9WPUAII1Y90MmSP/+eMIaklTudM34m4LDbEPMNxbjblLxvDosR5MJOk2RwyV0oCk9o402610BAzebdKXOEIOFOYk2t7f0pc/rj23G9ISBt5hg0JLzSl5OF+q+GrvgU10FTIPzhtHErb80CMvIav+rYznsu1E1gjr+HOUBQv0PyhWd8klU6efM+DJPf8EU76KDMb6gKhRbzCkYE61EADamg+arAZ1V+L4qtE6DGEFkGoIYTmn3ahaacOku99CLdkWJw1QplhjhEqarAZvXzzRe3TdOjlm2Y9R/EEpZXZFcwZF99z0SZuIYZwLhtxC+7X4gihXZxcjxKXCHHKBF3kAermke4Z8jBKXBZI10TOcXE66eTPYGiKUk7OWxTFKMdXe6dX02KaRbJrjpLveQij6pYzerXssR3YiX1FC7iqgSYvaXuWQ4bNkVdIHfwbnPQxihsVAqHH0ONr0MvWY1Rehx5fjRJoKOWdXiSEGqS4YaFjlG8mvumbF7VPF5uSYXEF406nzT3XSBdpTa8TP4uNIK3x4m8LzXPnljwWVy1eGQgDtCAUMTKlnUbayYvcsxLng3Qyc+5hlXbaMy6KoQa8MI+Sw+Itia/hXWTavzatYSHtFObIK7i5HtRAY9FzSNfBHHkVJ32keDv1d6MYFbMaBuXkBsgc/Vev+FrRUBsFNdiMv+kDBJrejx5bOUshN6WQ1HNBGGVensp0t006uG+BZ1Yp4PQKxjWHueg/eul6cmpz2oYzbSzsCTxZ4QilkIarGU99TJ2hqrZrJwrVS0sPvssdaSXPrPJ1oW3YiWkXjSdQjMrCQqs0b7wV0WOr0OPXFFlsS5xsN/mBZ2Y8h5vvxx7bUVTSVagB/PX3nbHq8bli9j+ONfwqFP0NCdRgC6HFv0Nk6R+gx1fPjlFxRcimXl6o/rri3iFp41qjyEsUxn6xKBkWVzBurpeLb1jYOPmBOSsAI6UsVFzuLXqM0EIo+rlXSi1xZSEUHcVfvGqttJK4+YGZd6lLXBa41pjnUThDcvX5IgsbHsVUegDUwAwP/BJXPULRCvUqpg+Hc81hzIEnZ5xPrPGdWMkDFHvuavG1aNHlszrOpJ0h3/84Tq6v6DFCDRJs+68EWz87q3Hzrp0+oyBCicmoweYZwuAk0k7NWPj1aqBkWMwlc2ztO+n2S/Cj98KUXHN0zs7v5HqRVnF3odBjKP7iO9klrhIUH1q4bYYDXNxsD26+/6J1qcR54uY8D+sc5cRIO+HtIs+Qd6aGWi8LNZYSlw5f7Z0ogfrp33SyWOO7sZMHpn1bujb22I5C4vT0BBrejdCjsyqBb6ePYqcOzvDbEehl6wm2fmrWw4OlOVpQdCtxtmiRJTBDsUVpp7FTxUPprgZKhsWFcAa3+pwmOUu3EG958XcTpJPDSR2eq5NjJ/Yw03UpehmKv3Zu2i9x2SDUAFpk6YzH2Omj2On2i9OhEheEkz2OO0f5WU6254y7gFpk4awn1Ja4slD9tfhq7ixqYLq5XvKDTxd9z07sKZr/p/gbMKpunPWieHZy/8zhx0LB3/Q+FKNiVtsFcPIDMEfRCVcrWnRpIYF7eqSdxB7fdRF7dPEpGRYXgBD6jNVk5+ohCt6D1Ml2c0niy50sdmL33Jxb2l4s6QwovkrP3VjiqkaofrTYyhkXg07qEHZy/5yF5pWYPZzUkTnzdDrpYzi5YvKfHlpslafbX+ItTaD5Q0V3lF1zGGv4ZdxpPOZWYg/WDJt5vppbUQKNsx5u52S7kTMKtShnJZN7PtiJvZdM1v5KRTHK0WPLihuv5jjW6OtXdZ5FybC4ALyq38Vj6dxc/5xZ++bwizMkcs0t0slgjbw+ByeWSCePOfhM8WOE7mlyzxB7X+IqQeiowRYvhKUIbn4Ya/QN3Gz3RexYifPBTuydUZThvJEuTvIAbqaz6CFCi3ghCiWPxVsePb4aPbZq+jddEzt1aMqOsnQt7PHdxT31QsdX904UPTbLvQVpjc8oLS9U35xstEnpYI28gpymWvnFRzCz6IIshIVfBvkgQsGofhuIInVM3Bx2Yh928uDF7ddFpGRYXADCKJuxCI5rDuMULaJzYeR7HrwkdSzAC4WyxnbOmGB9XudFYo3vmDH+UPFVokUWz7q7ucTlhxACxSjHqLxhhqNczKEXMEe3IksKJpc1drodJ3Vo1kNEnVwfVmJPQSFsevT4NShGeanydglQ/AQa31/0bTfbgzn0wuTXcr3Yib1Fpdb1+Cr06IozF/U8D6RrzbhBKbTIjDH954ud2IeTOnpZhEIJhFe7aiZcE3mZFEz11b4dRQsVeVfiZDrI9z7IZWEIzQGlWfYCUP21M8vKuXnMOdjZt5IHMEdeLlqgZ+5xcbJd5Aemj0U9b6RLtvNbM16XGmxCj6+b3XZLXLYoRhm+mtthBgPeSR0l3/vwjEmVJS4D3Bz5wedmfUPCGn0Da3QbxfX9wah+G0It9qAv8VbDV38fQo9P+55rjmCNbZtkqNrJA15YULEwqNp3oPhrZrV2xQk8Y3iG885JSI0k2/HNgqT9ZYBQvTo0MyDt5NwX7z1LtPACjKotFFtiu+Yw+f5fYF2luRYlw+ICUIMtM0q7Sdck1/3jWW5Vkj327zNKz10MXHOIfPePcWcqZHeO2Ik95Lt/VvwAoaOFF3px9yXeGig+tOgK9LL1xY+RFvneB8n1/HwO1cpKzAbmwOPY43tmzdvq5AcxB5/BTk2v5APejq6v6pZZry1Q4spEAGqgHl/N26Y/QNo46aMFERGQ0i6Erkw/xhSjEqPyRoQWnZv+apGZIyPsFHIGb935YI6+Qb7vUWSR4qQXHUVHMeIzHuJku4vWF7nYCEUn2PrZ4p4k6WCNbSfT/nVca+yi9u1iUDIsLgDFX4MaqAdRbPDYmEMvYI1un7U2832Pk+t+4JLlV0zgmpgjr5M7/p+zcjrpmKQO/DWuWXxiUAL16JU3ouhzM4GXuPwQQqAGmwg0fWDG+Hg3P0jm6L+S633w0lSkL3FWuLkBsh3fwMkcv+BzSelgDj5Lru/RGedDo+oW1NC8Ug2LEh5CgKITaP5I0UOcbA/W6FYA3GyfFwZVpGKyXnmDN75mWer1BIq/GqEVVxlC2lhjb85ae062m/SBv8NOH+FyCdURir+QV1l8yWon9uBkOi5ep86AXnkDRvWtRd+X1jj57p+Qbf8a0i5e2PNKpGRYXABC0dHiazzd6iK4uT6S+/9sWpWJc8Ua205y/1/gZNq5HH7wbq6XzLGvku9/4gLPJEkf/r/k+x6Z4RiBHlmEv+aOWdUIL3H5I7QwRuWNBddycZzUEVL7/pxs57fm1HMhpV3K5zhvJPm+x8ge+ypO7kKKREmskdfJHPvqzNLXQifQ9AEUX0Vp3ihxCgp6+UYvoX8a3Pwg1vgupJPDTh/BKiqBruCvvWtO5c/V0HzETEnh0iXb8a1ZacvNj5Da/5fk+38Bl0lYEQBCRfFVofhrih5ije/BGnltTtU4zwWhBgkv/l0oGoIpcbLHSR/+Z9JH/2Vun1muhZ08SK7nZ1iJvXPWzglKhsUF4qu+BcVXWfwAaWEOPEly7x/jmucbNiTJDzzJ+PbfxBp5FeTlkaCEdLDGd5Da+yfkex8+v4KArk360P8lfegLRfXBwfNW+OruQQk2XkCHS1yJCKGgRRYRnPcpFGOG3xouTuoQqT1/QmLX72GN7Zg1ST/p5LHGdpI68HeMb/0vWMMvzcp534pIJ0366L+SPvi3BeW8c9wkkS7WyFZSB/4ac+i5GedDX+0d6OUbQCmJPZQ4iRACRY/ha3jX9AdICyfTiZ06gpM6gp3cN+1hWnQpWmzlnIbZ6dFlqL5qiudZuOT7HiPX99gFtWMl9pLY+VtkO78747P4UiCEQBjlM4dBu1myHd/EHHz+skniNsrWE170m8UPkC5O+hjpg39HYufvYY2+OWvJ8lK6OLkBcl0/ZvyNX2L05XeTPvzFi+LVKWnvXSB6fC16bKVXBbuILJu0EmTbv46b7SG06Lcxytcxs3TaSezkITLt/0Gu+8c46WOXj1FxAtfEHHmN8R2/TWDkNQLzPoE2gzzoqdipw6QO/B35np/OXNxK6BjxdQQa31cKZ3irovgxqm8h0Ppp0gf/bobJV+Lm+8l1fhdz4Gl8Nbfjb3gXRsV1BXnos/vdSdfGzfVgjr6BNfIa1sjrOOmjuNY4Qo/hb3j37F3bWxBpjZI5+q9YYzsIL/p1jOpbZ4wjP4FrjZPvfYj04X/CGtsxYyVvoccJzvs0aqBxTpJqS1zhKD4CDe8iffDvp312u9lezOEXcVJHiuYwGFW3ogab51RtTOhx9LL1mCOvI63pd7Vdc4jEzt9CCMUTuzgHnPww+d6fkzn6FazxHZeXp+IUVH8NRuX1mP2/KHqMnTpIcs//RDopT/53hhzYuUYIgVQDBOf/F8zR1zCLGn4ubq6P7PHvYg2/iFH9NvyN70UvW3NO/ZdSIq1x7MRuzOGXMYdfLiiZjXteHDeHJgy4CEZXybC4QITqIzDvk5gjr82goy6R1hi5ngcwR17FqNiMr+ZO9PL1qIFmT5ZMKEjpIM1R7PQx7LHt5Aeewhp9HTfXX1A7mLyz5298P/nBZ5BzoQ1fDKGjhubjnJosKS2c1EHSB/+e7PHvY1Rej6/mbWixVajBpoLsmkC6Fm6uF2tsO7m+RzD7H8fJ9s64OABQw20EF/06YibP0AUipYt00kgrgbQSuHYSaaWQdgLXSiDtBNbo1hl1+B1ziPSRL6EG6hF6FEWPIrSol3ynR1C0iPe6GpyxsOLsXpiLdM2Ja5BWEvfE34XX3GyXZxjPQLb9a1jDrxSuK+JdU+F6hBbxXlPDcxZnLIRA8dUQbPkETraHXOfMrn/pZHDSR8m0f51s1w9QjUq06HK02HLvN+evLOxiS+97dlK41hhOphMndRQn046bH0Q6eXDznpZ7wZiZqapqielR/PWF39fJnVBpJzEHn2Z07A206HJ8tW/HqLweLbwQ1e/t0ErpIu0UTvIA+aHnyfc+hDW23Yt3P8POXrDt8+gV182oKFaiCNLBtdOFubAwJxbmRmkncc0R7LE3ZjyFNbadzJEvofjrvLnwxBx4yrwh9ChC8V8iw0+gBJsxqm7B7H90yrtuvh9z4OlCAvNUr5rQwviqtqD4que2l0LB13Afud6HsMeLhctInMQBxrZ+Bn/9/QRbPoFetrpokTZpp7AS+8kPPEG+52fYyQPT/qbUyDLUUDNm/5OXUIXSQ+hxjPLNKMEW3GK77tLBHt/N+Lb/htH5Hfx192BUXu8J7aiBiY0lKW2kOY5rjeGag7i5QZxcH262G9ccQS9bS3DeJy+8z0Kg+GuJrfpbxnKDM+fCOBlPfSzTQfb4d1ED9eixFWjhJSjBJhSjzHtmuRbSSSHttDc35vpxUodw0kdwcv2el97Nec+uS/SdlQyLWcBX/TZ8tXd5cY7ODEk4romb6SSX7SXf8yAoGqB6O3WK6g2YE5rV0vaUU4p4KLTYaqKr/oaxN35p2klxThAqRsUmoqu/yPjWT2ONbTvlTYl00jipg2TTx7ykbkUDoXnXJ9TCAs06eW1noQyj+GoItX0eo+L6WdkVMkdeI3PkS7jmyMmHpZ3wcmCkjfcAObXYjvdviet9LzOE1khzhPShfwShIBCFSazw58S/hYIQ6ikP1yiKFkEx4vgb34O//r7zui7XGiex8/eQ+cGCUTReuLZkYVF84lrcKdcopXvG7yLT/lUQKgJl+utCFK4r6F2THgUtgqJH8dXcjq/+XlRf1Xld2wmEUFAjCwkv/DWknSDfM4OC2MSNySHNHLY5ip0+Cn2PeONoQsLxlPtw4v5Ip/CAvfR5TFcLgdZPgZ0pSFieItAgbaQ5gjX0ItboVoTQvblC0RCKD6SDdHLe39LyxulZhAr46u8h0PwhFF9lyVsxA9nj/0m+90Fcc6xgOIx7GxB2ulDN/rT5UErA9X4rZ9j5tMe3k0rsOSmXOmneOPmaELpndOixwoZFFNVfQ7Dtl9HjRQrZzQJCCBQtQqDpvdMbFtaYF2pX5LmjV2xGDbddFC+6HluNr+4unEwHsqiKkIub7SZz7CtkO7+N4qtBjy7zZHDVANLN45qjyPwAdvoYbn7olOfw1DBmNdBIfO2XcPIDWIPPI51LbFgIBS22gkDj+0kf/JsZjnSR5ij5vkcxB57ylJmEilD8INRT5pFTn4mutwknXe8ZNov1SAQCNbyI2LovMbb1l7DHt89wtAQni3Sy2OYIdmK/13ehnvL7ufyfWSXDYhYQik5k2f/CSR7yCuucyUqUlvcjLTwfz3UoqKFWYuu+jBKoQ4+vvniGhWJgVN2CFl1GZPUXGN/6mULi5KlXIEGaSMc87+s7gTDKCbZ+huD8X5q1nXAndZTs8f8sGAgnejZbP0Y54X2Z6YwSID/IyXA4AUJFDS84b8NCOllyx79bUJeY7etiwvA443WZMOm6KCRfV98KF2hYAAihosVXE1nxZyh6rPBdno10qfQMR2lfJlPvWwvh2gTa/ivSzZPt+DbSPj2G2/UeqJwMwzi/70nBqNhMeMnvo0WWlgrinQFrdCvZrh8WjIRZnjcKi50znc2bD/txTpk3hBHHV3/PnBoWACg+jMotqMGWqbHn0sEtKusu8FXfihqad1FEAYSiEV7469hjO8kPPDnznOeaSNfEscZwUocm9+/UDbPiraEEm4it/Rf08g1oThpUPziXXnpW8VXjb3w31ujrmIPPMuN1SBvp2Oe+DnH188sXLYYQgIoWX0N80zdJbP8NzMGnz2KDRHprSWldcc+s0qw7Syi+amLrvoJevnHuXO9CRQ0vJL7xG+jxawCl8PfFQSgGRvUtnueifBPxdV/xkqnOVBHz3FvyPBULf53w8v81y+E1p+xQnHGCnWtOtO8Wdh0urC/eDuNldl0UrusCr+1UvGTupURW/hXhJX+AEmicgzFYYjZxrQRC8RFZ8WcE532ikIQ/ywsyxcCouY3INX+LXrah5Kk4G6R71c6HZ4MQAsUow19fJIm7CGpoAXp87ZzVrpgOYVQRvebv0cuvPYcK36fsZk96PhRrREOLLie+4eveZpBiIPSywjrj0v+ehBDo8XWEFv8OWmxV0VCvyw1vLvKeW/GN3yC06LcQetnF7/+Et35uKRkWs4QQAi3cStm138Nfd3ehquds/RCFt+tbdQtl134fvXzTxGJbiy6fxXbO0AsthlG23lNoUDT0yuuIb/gP/HXvLBQKnIV+KD7UyEIiq/6ayNI/KLiZL/2EVuLyQgiB6q8hvOT3iK/7Mr6a2xFG+dwbGELzxnqxwkclpsW1k0gnh6JHiaz8C8JL/jtquK14DaBzQagIvYxA84eJXvMPGOUbzlytuESJAkKL4qu/+xwW62BU3VgIg7p4Y0wIgRZZRNmG/8DfcN8srzEUhBbGX3c38Y3fwKi8HqHo3rNeCIzKLRcvL/AMCEXFV/02oiv/EqPiujNW5L5cOHEvVX8NkaV/SHzD104WVpxTA0NBqCGUQAN6fDVqsHkO2/IobfPNMmqgnvim75A5+hUyR/8FJ9tTSIo6j0x8oSK0MKq/Dn/LxzyFE1/VhGtTAFqoBaHHZoi7nCUK+RVCO6nJLISKHl9NdO2XyHZ8i2znN3EynUg7dVZx0JNQAyh6Gb7qWwkv+e9o0aWzfAElrkaEYuCrvRO9fCP5vkfIdnwbK7HbixV3Muc+Dqe2AIqOUIMILYIWW06g4V0X1VN4NSDtlJfrAwjVT2jRb6CVbyRz6B884Yv88BlFHKYgNO87iSwmOO+T+Bve7dWrKFHiHBCKhhqa7ykODTx15uO1MEbFdaiBSyN9robmEV//H6QPf5FM+9dwc71IK8F5eZsKGyVqsJlAy0cJNH8UdZpaEUbVFtivzsJ8OjsIRcNXeztqsInMkX8h1/sQbn6gIHJzIWFMwhMTUGcvx2LaVrQg/vq7Mco3kut5gOzx/8RO7kNayVm4BkDoCC2E0IKogQZ8NXfiq78fPbZyzgRWTuWiGRZKoAE9tsJLnJkGNdjE1bLDJBSdYNvn8Te+m9zxH5DrfRAn3e5l8js57wF7IkkbyUQyWyHRWah+hBpGDTbiq7kTf+N7UUOtUweEECB0fLV3Yk9T9EQLtZ7XLoMaaECLrSgM8BNNGfhr3zH98f4aQot+HX/9veS6fkiu/xe4BQNDurlCgpiN92MRheRMHaH4EFoIRYugV2wm0PRhjOpb5nQXSNHjaLEV52fozSnqjMV/zoQQGnp0BfJcF2cXATXYeFZSoheCYng71r76d3nxt/2PYQ69hJPr9RJR3Rw4JlIWkn8nkthPJJJ6LmKh6J77XzG8B4weQwu3oZdvwKi6BT22Yk41669anPSUuHBf5fUYZevJDzxBtvN72GPbcK0xpJM5qWgy8T0pEwndQg14i6HQfPx1d+OrvwctNO+iXYrqqynMj9MLdSiB2osSdz8bKIF6L5z1MpsPT4hbXCwUo5xA4wdmlj0voEWXo8VXenPFJUKofsKLfwd/04fIdn6bfPePvWRsJ410sqeIwJxYYyiniCIY3m9IDaGG5uGrvh1/47u8NUaRnXMjvhY9vnrSmgBADS+8hOFIAi26lMg1f4O/6YPkun6AOfwSbr4faWcKaw+rkFt36nzv5Tx4c71eEM/xI1Q/ilGGFluFfoZirLOF4q8mOP9z+BvfiznyCvneRybUJyddw8R6sbCGKjyvPDEYDVSfNzcqfoQWQg23YZRfi1F5HVpslSemchERUl6EQMa3ONK1cFKHscbexE4ewskcxzWHcO2kN2CEgijs2KuBRtTwAvT4GrTYskuqw3y+uFYCe3y3d72pQ57XxhpDOjmE0Dxjwl+DGmxBj61CL9/kKVdcJq7WElcH0snjpI9iJ/ZOjEM3P1DwZuSQ0vLGo+r3HixaCMVXhRqoRwk0ogXnoUUWFgpgXhkLxUuFOfQCY2/8Ek5y/7TvG5VbiKz6S4zyTUXP4WQ6MYdfwU7sxkl34OQHwckgpVOYH+OowSbU8CKMsvVo0SWTPKglSrwVkVIinQz2+E6sse3YiX1IcxjXGp9Q9xKqzwuH8VWiBhpQwwvRY9eghucX5OCvDtz8ENb4Lm8OSR3FyfV6SlhOFnA81TnFQGgRVF8lwlfl3Y/QPLTQ/IIs7aUtpula49jJQ9iJPTjpo95zyxzyNmqdvKc4qfo99So1iKLHUIMtqKF5qMF5aKF5F7RJORuUDIsSJUqUKHFBnNGwqLieyKq/xqi49iL3rMSlRpo2Ttc46CpqTQRhXPgOt7QcnP4U5G3U+igiUMp5OoE0bez2UbBd9GWzv8CUrkSOZ3G6E6gtZSiRuQ0bOoGbMXGOjeCmPM+nEvejNZeVvvvLkFKORYkSJUqUKFHirJGWgzuURqkMIfSZDQV3JEvq319DrQwR/Mha1OriXninexylKoQwZl6ayJRJ9oHdOMfHCf/StWit5ed1HXOBNG3MN7rAKhInLwRKVQh9ydwU1nPHcqT+6UXcsSwV3/jQ7DfguJjbekj980tEf/9WjHUXJ9fEHc6Q/clurF29OL1J9OU1RH7nZrT5pbyqy42SYVGiRIkSJUqUOCuklLiDaTLf3UbwE+tRK2cOpRF+DX15LUrEmNFbIW2X1FdeJfxfrkWtP0NMuKGiza9AifkRwctrx9pNm6T+5RVkIueVNhrJ4I5mUZtiCJ8Guopvc8ucGRZzjhAo1WGMa1sQsYsXNqTWRwn/6o3Yx4bJfPtNZDJ/0doucW6UDIsSs8ZYtp+O4Z1Ybp6G+BLqogsu+JyOazOc7uL46F6i/gqay1fi04Kz0NsSJUqUKHHO2C724SFyzx4h8P4zq6Mp8QChD68543FOzzi5Rw8Q+sjaM58zZBB4+5Kz6u7FRgkZhD9/HdJywHHJP36Q3JOHCX1sHUpjHKEIlMor9xkmNAVjRS3GitqL266qIKI+1JowIuIrGRaXMSXDYhqklNiuies66KoPRbkyirBcarrH9vOj7X9OMj/M3St+bVYMi5yV4vWOn/GLff9Ka+Ua3rfmf9IQvzwfKHNF1koxnOpkON1N1kpiuyaqohPQo5QH66iJtuK7ihLwSswdUrpYjolEenNbSTDhqkVKiUzmsQ8M4PQmkY6LWhZEW1iJUhdFKJ4ggd0+gtM5htpShjuS8fIhHBdRFsBYUYsoCyIUgXRcLwylfZT888eQYzlyD+9HKfNU0tSmOL5rmycUsZyeBNbuXtwxT6lOa6tAW1KNEpqsEGcdGMTpGMHc2oXMWeQeO4CyrRsAJerHf+eiiXO6oxnMHT24A14VaLUuir6yFiU+ValNuhKnYxT7yDBuIofQFNSGGPqKWjDUCfVB6Xr3ydrfjzuQRloOwq+hVoZQ51ec0SNzOsLQvPuAFzJmHxxEGCr6moZpvRRSStyRDPbBQe+6pESpDKEtrkKpCE18TydwRzJYh4Zw+5NI00EYKkplCH11PUrwlHvrSOzucex9A7jJHEpAR51XjtZa7nlOAPv4GE77KGpjDDeZx+n0cjNEPIC+vGZS+9JxMbd24XSMetcZ1DHWN6LWTu9dctMmTscozvEx3LQJikCJ+NCXVKPURhCqAlLidI9jt4/ijmWRORsR0FGb4ujLqhFaae11JVIyLKYhZ6c4NPAaqfwwy+tuJha4Ql2WVwGudMjbGVzp4EoHx51ervhqxJUuveMH2dP7LIcGX6Nn7CDJ/DCWk0NTDCL+SuqiC1hSex23Lvo06kXQpy5xZZMxx9nX/yJSSpbWXk/Yd/nEppeYRSS4o1lyD+8j/0I7uNKrZO24aEuqCdy/An1hJQiBtaOHzA92oi2ohLyNO55F5h3cZA7fljZCn9rghRu5EvvAINbOXqz9A8ishflG10TyrLGmHt+m5gkBNTeZxzowiL1/AGtPP76b2wjVRaYYFnbHCNbWLsztPV78/vZuRMhLCFZrI/jvWDRxTpmzsY8MY+3sxT44hNpSRuQ3bpxqWEiwdvSQ/clunL5koSEXBPjvWUrg7uWgAkIg0ybZn+4m/+IxbyHrSs8Iqwzhv2/5ORsW54QEtzdB9sF9mG92e9+TK8F10dc2ELh/BVpDbMKwsrvHyT2wB/O1Tu81QwVHIoIasWU1UHCECAHusBeu5rSPIk0HmTFRa8IEP7AaY0MTCIG9u4/0d7ejNcdBStzRDNJ0cBN5fNfPI/SJ9V64kxAgwekaw9x6HKdzDGcwRfR/3zmtYeGOZ8k/f4zc4wdxR7MThgxA6OPrMKrD3v2XkH3kANaOHqTjevc+ZSJCBuHPbfL6WeKKo7QSmYaxTD+vHPsRWStJc9nKkmFxCQnoEdY03YVfD1MdbqE6Mv9Sd+mi4EqXY8PbePbQN9nV8xQ5K01luJF5FddgqAHydpqh1HH29D6L5ea5ddGnLnWXS1wBDKY6efHIfxLyxWkuX1EyLK5SZN7GfP042Z/vxbehGWNLK0JTMLd2kX/yEErQQK0Jo8S8Bbk7msXa2UPgnuXoq+qQjkv2x7vJ/nAn/lvaEEtrQFXw3dyGvroBjG2YL3cQ/txGlMLCUgT0SfU7tAUVhBo2YB8aIvVPLxbtq7GuEX1ZDUp5kNThIUKfWI86zxuXQlcnnVOpCRP80BqcG1rJfOMNnOHpa4k4A0ky392Gm8gTuHsp6rxyZDJP9gc7SP/rKxgr6lDbKrzF9EiGzPd3YKyuJ/CeVQhDxR3N4KatGRPNZwM3nSf/7FHyzx7Fd/08jI3NgCT//DHyTx9BrQih3LscJWQgbYfsT3eTe2APvtsX4bu2BaU8gJvM4/YnEaeqM0lwx3O4wxmC712FiPuxdvaR/dkeck8f8TxHUS8/Qo5nsXZl8d+9jMC7VoCUZB7YS/aBPfhuaEVfXY9QBaiCwN3L8F3fSu4XB0h/feu01yQdF3N7D5nvbkOJBQi+7xrU5jjYLk5f0vtutYKnVBGo9VFvLNZFUYI69rERUv/3BTI/2FkyLK5QSobFNCRyA3SPH6A8WH+pu/KWR1MNWitW01qx+lJ35aLSnzjCMwe/wY7uX6ApBpvm3c/S2hupCjdjqAFydoqhVCftwztpq1qHegmLNZW4chhOdzGQPEar78wx7yWuXNyxLPnnj6IEDU+JqS4CgFIdxj42grmzF9/x8QnDAsfF2NiK/51LJxbT0nQwXziGdXgIbXEVQivIxYYMRMQPmoJSG0Vrik/bB6EqiLAPpTw4acf6dNQKzyNwIuRKnemcioIIGsjyICJkQBHDwtzeg7W3n/BnN+G/YxHCX5gfVUH+V35K/sV2gm0FNSFXInMWGCpKTRitLgrKxalb4/Qlyb/aidoQJfD+aya8I0pZAGv/AOab3RibW1BC5Tg9CfLPHkVbXEXoo2u9cKIihRgloJQHCdy3HN+1Ld45K0NYBwZwusdxhzMnDQvbxdjYROCdSyeS5qUtMV/uwD485IWOqYrXlk9DKQucHDfTtZ3MY73RhczZBD61At8tC7ywpyIE3rl00v/X2irJPX4Qa1+/5725SN9FidmjZFichuXkGUp1MZzuKhkWJS4JeTvLm8cfYW/f87iuw8bW+7ll0SeoCrdMyvdZULWB5XU3o81xVesSVwemnWUg2cFYtv9Sd6XEHCPTJvbBIWQyT+Zbb5wMJcrb2IeHAM/4OBVtcRVK/KTKj1oVAk1BjnvqRlcSzpFh5HiO/PPHsA8NnQzPSuS8vIf2EQCEEChlAfx3LcF8uYPUF15AX1mLvroefWEVwj+3SyR3JINzbAR0lcx/vH6yn1kLp2scWWkjC3Ub7PZR5HgO451LEVF/UaPiBErUh770ZLSFCBgoMT/2YNozpE5BW1CJUnEyodyTEVZwE3lvcX+u19Q9jtoYR5tfMaNRAeAMpbF29uJ0jSGTeWTOxukcQ2YtL3yvVJz0iuOCfzVD6S5ePfZjdNXH6sY7ifjK6RzdTfvwTpL5YRShUB5qYEHVBmojbWjq9IsgKSUDyWN0ju5mKH2cdH4Ux7XRVT+xQBX1sSW0lK8kaEyfKJTIDvLm8UcYyXSzufV91MUWkMgNcWRwKz3jB0mbY15cuq+cxrKlLK29caLdrJXk4MArjGZ6GU53cXToTSwnR2/iMI/s/X+EfWWT2qqPLeaahrcRD55URXit/QHaR3awrHYLS2qvZzzTz/7+lxhMdWDaGXTVR0WokdbKNTTEl86YNJm1Uhwf3UPn6G7GswO4ro1fD1EVnsei6k3Eg7UoYmpSk+2YtI/s4I3Oh2kqW8Z189+HaWfpGT/I0eFtjGX6cKVNQI9SGW5iYdVGykMNU78LJL3jh2kf2cFQ6jg5M4FE4tOCRP2VVEXm0RBfQlmwzqsCeRrea4KMOU7HyC46R3eTzA0hpSTsK6chvoQFVesJ6NEpk6OULkPpLp7Y/5Up560Kz2PjvPuI+iuL3rvdPU9zYOAV5pVfw7LaGyfyZfoSR8hZKXxakPr4QpbWbpnyvZ5+D1L5ETqGd9IzfohkbmgiaTpoxCgP1lMfW0RNdD6GFpj2PpwvfYlDHBx4hVR+mEXVm7m29d1URVqm/c4j/pk1vL2xtJvjo3sYzw7guDYBI0ptZD7zK9d63+FpY3Fn9xMcHHgV13V4+/L/RthXXvQhNpYd4I3OBxlMttNSvooNLfehqZO9J1kr6Y3nkd2M5wYnxnN1pJWFVZuIB2uKjudjw9t58/gjNJctY3NhPHePH+DY0DbGsn240iGgR6kKN7OgaiPloZObAduOP8aRoa0sqNrAstobSZtjHBx4lf7EEbJWCl01KAvW01qxmubylZN+k/3JY7zZ+TCxQDXL626iZ/wghwZfQyBYWLWJeRXXoAiFfX0v0D6yAyld5lVcw7LaLRja1N28E+pmhwdfZzDViWlnUBWdeKCGlopVNMaXTqt2tqf3WQ70v0xz2QqW1W3BcrIcHtxK7/ghMtY4itCIB2onvHqnGp5SShK5IY4ObWU008tQqotDg69iuyYdI7t4aPc/EtAnz6fN5StZ3XAHIV982u+7xJWBdFzIeAtSN5Gb9J6+pBq1NoJyWpiPEvLBqTUplMLvwbnCrApAFq5dZq0p1x+4Zxn6qrqJ/y8iPkIfWYs2vxzrzW5yjx0g/9xRfDe04r9rMWpNZO46ajlI00aoypR+GmsbUJvLEAVjT2ZMpOOiRH1eaNKZ0FRE+GR4lBCF/0g5xVhQQsak734iYdwtUotjBqTpeEnYYd8Zi9fZx8fIfOMN7M5Rr9hd1OcZc2eojVLi8uaCDYtkbpBXO36KJnR8Woi8k+HNzocYTHaQtZIIoRD2lVMfW8QNbR9ied0W/PrUuMWnD32NPT3PMpTuJJEbIm+ncV0HVTEIGlHKQw0sr72J69reT2VoakGWjJVgR/cTHB58jYVVm3Clw/NHvs2B/lcYzfSQtzMoQiWgR1hZf+uEYQEwkunhZzv/jrQ5Stocx3K8H/hopoetnT1T2lpRfyttVesmGRYHB17h1fafYDsWiqLy/KFv0zm6m0RuEMsx0RSdsL+cxvhSNs17N+ua3zmtcdGXOMrrHQ+wt+95hlIdZMwErnQ8A8tfxbb4Ym5s+zBLaq6bYqQ50qZn/CDPHPo6K+pv4ZqG29ne/RivHPsx/cmjpPNjSOliaAHqY4uI+CqmGBaOa/FaxwO82fkIPYmDJHPDmHYWkGiqj6AeIRqopq1yPfdf8zsE9KmTrqJojOcGeObQN9nR9QuG0p1kzSQSiV8PUx5sYHndFm5b/Bmi/qpJi1YJZM0kO3ueIm+lyNnpiYTtBVUbWVF/84yGRfvITl488j3GMv0IIdjd+wyHB15jLNuH6eTQFR9lwTr29b3IHUt/idpo25RzuNKlZ+wALxz5HoeHXmc000vWSuG63nfrU4OEfOWUh+q5e8Wv01a5blYTp9uHd9KXOIIQKqsabqUmOn/ahfdMnDDQXjryn+zrf5HhdBcZcxy38P3HA9U0l61k8/z3sqBqA4Z6cqcyb2d5reOnJLJDLKzeyKqGt6GKqdcnpctgsp3H93+ZvJ0laMSmGCB9iSO81vEA+/qeZzDVSfbU8RyooiG2hBsXfJjFNdehnRbO5Y3nAzxz6OusrL+NlQ1vY3vXY7za/hP6E0dJmyfHc0NsMRF/5STD4sjQVl448l3S+TFURef1jgc4Nryd8Ww/pp1DVTTCvjLqYovY2HI/17a+e+I3OZbp4/WOn1ERaiBnpdjW9SgdI7sA2N/3Iu9c8WuMZXt57vC36R47gERSFW5BCJXltVsm/TYtJ8f27id49diP6U0cIpEdwnbzKEIjZMSojsxjZf1tbGi5d1L/ATpGdvHi0f9kuKYLVdXZ0/MMhwdfYzTTh+lkEKiEfDFqIm1saLmHG9s+PGFcSCQ94wf52a6/J5UfJWMmsF1PonEgeYyB5LEp3+n65ntYUnNdybC4whGagoj4UMI+Qp/bBKftGgtdmQiFmUAVZ9wFn/j8HGwiz+Y5RdgHmor/nUvRr6mbcnLllNoXQlVQ66ME7l2OsaEJ+/Aw+eeOkn1gDyJkEHzvqtnr2On9NDRE0EBbXE3ov1w7JexHGCpKoVaEEvYhNAV3LId05Jm3sgRn9BZMoIgp6lPni/BpiICBzFqe12EG8k8eJveLA4R/6VqMa1smkvCtw8O4I9OHuZW4/Jm11dBYtp+Xjv0Ay8kTD1SzZeFHMbQAI+lu9vW9yP7+F0nmhgkaMRZWb5yyiEhkBzkw8DIN8SUsrNpIPFiHphiM5wY5NvQmHSM7GU33YGh+3rbkc1M+fwLTydGTOMgbxx/mwMDL1EcXsKTmelRFI5UfpXts35Rk7Ji/ituXfA6AnJ1mX9/z7Oh+nPrYYjY0303ZaSFRZaG6Ka+d4MjQ63SO7WIgcYyV9d6i0JUufeOH2d37NHt7n8O0s1QWvBenMpjq4LnD3+LV9p+iCpUFVZuoi7Wh4C3U9/Y+x67uJxlJd+Nb+0e0Va6fVgrXlQ6J7CDbu37Bkwe/CghW1N1M0Ihj2lkGU+349QjGNDuk+/tf5qmDX6NrdO/E7mXEX4nEJZkdoi95hL7EEdLmaNEQHNvJs7vnKUw7S8RfyebW9xI04qTyI+zve4He8YOMZLopC9axufV9+PWTqhsCQWW4iY9u+HMsJ0/aHGNX9xNs63ps2raK0Tmyk/7kEfJ2hgVV66kKtyCRdI3tZ0fX4wynuzHtLB9a/38I+WKTPjua6eWlY9/n5WM/xK+HWVp7I7WR+Wiqj7yVYjjTTdfoPpK5IZDyrB/GZ4PtmAymOkjmhogHqqmLLsR/HlKyo5k+Ht/3r2ztfBAQLKhaT2PZMnTFx2iml4ODr7C96zFGMl28c8Wvsbh680SexuKaa4kHaklkB9nW9SjL6rZMazjl7DQdI7sYy/QXvFAbJh03kGzn2cPf4rX2n6IKjUVVm6iNLUBBmRjPO7qfYDjdzQfW/THzK9dOa0C50iGRG2B712M8deA/EEKwov4WgkbMC+9JtRPUo0Xrm7QPb6c3cYjBVDuLq6/j2nnvAqEwkDjGzp4nOND/ElkzQVW4mYXVGyd9tnv8AJabpyLURGN8GXv7nuXo8Js8ffBrZMxxqsOtLK3dwo7uX9A7foiXj/6QhVUbJgwL27XY2f0kD+76B4ZTx2ksW8aaxrsIGlGyZpLO0d0cHXqTwVQnlptny4KPTGs4Hx/dw3C6i+H0cVor1rCu+Z2oisFopoc3jz/C4cHXSOaHqY7MZ2nt9YD3W6qOtHDHkl8CIGONs6Pbu97WijWsabxrSlsV4aYZPXklrgxE2Ie2tBprdz9uIj+15sCFOCGE8HaiHTnhGZgNThS6c5O5Mxx5ZrTFVYiQjtM1ju/G1slG1KnXfuLfwksU15rLUBtiiICOvbd/ImxsrlAqg2it5bgjGWTO9pS6TuWUvqptFYhYgPxL7fjuXIQI6rP67JktlIoganOc/JOHsA4MoraUFTVw7I4REALjhlbUQl6NO5LxwtdKXLHMmmGRMccZTh1nbfM72dL2oUK4jkbOSjK/ch2P7/syXWN7ebX9J1RH5lFx2k75xnnvoj6+mKpwC1F/JX49jCJU8naGrtF9PHXwq+ztfY5DA6+xpunt1ERai/RE8uKR7xMyYty17PO0Va4jbJQhhIrpZEnmhiY9TIUQhH3lbGp9FwCp/CiJ3CA7uh8nHqhmZcNtU+omnAj1mY6+xBF01cd71/whi6uvJeSLI6UkmR+msWwpP9v193SN7WN37zOTDAvTybGr+yle7/gZYV+cmxZ8nGV1N3phKAjydppVDbfxw21/xvHRvTy271/47HVfxCdC004ufcmjvHDku7SUr+K61vdRFqxDV/04rkXGGkcgpg2D2t3zFP2Jo9RE5nPfyt+iIb4EQwsgpcS0M6TMMVL5EQJ6BF31Tfk8eAvOwVQnaxrv4sa2D1MdmYeu+jGdLCvqbuYnO/6K46N7eLX9p1zTeMdkw0IIgkaU5XU3AZDOjzKcOn7OhsVgupPyYD3vWPErLKraRNCIA5JkbpiaSCsP7/kie/qe5Y3OB9my8COTPjucPs7e3ufQVINN897FDW0fIGSUoSgqtmOStZIkc8PY0qQhvuScvQkzkTHHSeaGcKRNRaixEIZ0brUGclaKnT1P8HrHzzC0ANfP/yDrW+4h6q9EESo5K8XysZt58sBXOTL4Gs8f/i5lgTrqYgsBiPgqWVi9ib7EYfb2PkcqP4KhBqaMsxOGohCCmmgr8ypO7uyZTo6dPU+ytePnhH3l3Lzw4yytvZGwr+zkeK6/jR9s/zOOj+7h0X1f4nObv4ihBacfz4kjvHjkP5lXcQ2b57+XssAp49kcR4jpxzPAQOoYuurnnpW/ybLaLUQDlQgEqfwo8ypW8cNt/4e+xBG2dz02xbAYy/SxsGojdyz9JYJ6FEPz89zhb7O//0VWNtzGzYs+TnV4HmFfnIf3/BOHBl/FdHIEiIL0Pv/Qni8yku5mXfPd3LLoE4Xfog/bMRnJ9PDysR/ywpHv8XrHA9RFF7C26R1T7sFQ+jh6boA7l/5XVjW8jXjAC4fMWknaKtfxzdf+O8Op47ze8cBJw0IIyoMNE3PbWLafvsRRDvS/RGW4iWsab6c6Mm9SOzPNbSWuHJSyAP5bF2Lv7if9pZdwbl+EUh1GZizsY8NoLWX4tsw/mdR8DghdRWurQCZzZH+0C/fWBd6oifrRl9V4B7kSN2chU3mc3gQyYyGTOdzeBI6mIsIGwq9P2iXXFlV5uQb/uQOZd7xwHyFOKgNJOSGD6/QkcMdzXqhTXxInHvCSygM6QlUw1jTg29RC7tH9yJyFcU096CruSBprVx+h/3Ktl1PgSOy9/eSePOQpJcUDSNPGfLUTmbdR685QAfwCUeui+G5qI/2NraS//DK+mxZ4Sk+pPM6hIfS1jRjrGhGGilodJvCOJWS+9Qapf3we35b5KFVhZCKH3T5C8N0rUSrmSBpXSqQjvRyV8RzOYBpsF7c/idOb8O572EAUwq+MjU1Yb3aR+c6buAMpb7w4EqdjBH1VHfqyGoShobWUkZeS3GMHMTY1IxM5co/uB8s5rXmJzNvIRB6nJ4lM5HEzFk5v0vveT/nuS1x6Zs2wkLhUR1rZ2HIfDfGlEw/GoBFlTeNdHB/dy3Cmiz09T3P9/PdRflpsd21kPtWReahCm/RQDegR/FqYwVQ7e3qfJZkfZjTdM4NhAWPZXm5d/Ek2Nt+LX5+snFAVbp5yvBACgbc4VIRySr8EAuWcFo62a7K59X2sa34Hfi18yn2IsarhbWw7/hgdIzvpHT+I7ZoTu/79iaPs63+BdH6M6+a/j43z7pu0cxjyxYkFaljbtI2nDnyV/f0v0Tt+iHkV1zDdQsC0s/j1MHct/a9UR1on3etyiielp80xXNcm4q+gIb6UWKBq4r2gESUerPV+5DNseUnpUh9bzMaW+5lfuXZiFztIlIivnKW1NzCY6qRrbC9ZM4EM1J1h5+XcFzqOa7G68U5W1N1CxFcxcf6AHmXLgo+wretR+hNH2dr5c65re98k74vl5MmYCQw1QHVkHtWnjjXdy2uojszDle6s5laAZ5TlHS+pMmTEJ4UonS2J3CCvtz9A3smyuOY6tiz4CPFgzcT7QSNKxF9BIjs4YUStqn8bleEmdNVLClzdcAevtz/AeG6A/f0vsrn1vRO/EfC8CCPpHo4MvUHEV8H8irUE9JOen77EEfb3vUg6P8b1bR9gQ8u904/noTd56uB/sL/vRXoTh2kpnz7sIG9nCRgR7lz6X6mOzJs8nkMziyzYrsWGlvtY3+wZV6eOhVUNt/N6x885OvQGXWP7sR1zUhiTTwtSF1tEbbQNRSg0l60g5q+iN3GYBZXraYgvwacFmV+xFr8WYjjdRc5KEfNX40qHbV2P0jN+gKrwPN6+/JepPa1oZNhfQdZK0T68c8J7sbjmuileA8e1WN1wB+ub76Eq3Dxx/QE9wqqG22mr/CEHBl6mc2QXlpOfMPonzW0ok35nQpzb3FbiykFoXkG20H/dTO7R/WS+twNpF4qplQVQG2Pnr7ajK+ir6gjcv5L8S+2Yb3YjAjr+WxZMGBbuaIbMj3eTf/YIMmPhdI8jdBW7fdQ79raFBO5fgSg7mY+ktZQR+uwmcg/vI/l3z3pF5ZbXThgWbtok//ghMj/aiczZEwXikv/wHCLkw9jQSOA9q9Ca4p7M6SfWo1SFPInd5495XomAjloXRWinXLuUWHv6yb/U7hWH82mIWAD/vcu9GhpziPDp+G5sBeGFBWW++QbScRE+FaUihL6mYeLxJ1SFwD3LEH6N3JOHSP/H697rhobaEEXO4X6ABOy9/ST+9hkwHdyRDO5YlvRXXyf7o12oTXGCH1yNsaYBoQj0lXWEPrOJ7KP7yT68DywXdAUl5kebfzIv0H/nYpyucfJPHCT/xEFExIe+opbAh1aT+dabJ9tPmeQeO0D2p7snf/d/+wwiaGBsaibwnpVezY8Sl5xZlDwQVIabaTzFqDiBXw8xv2I1u3ueYiB5jP7kMZrLV+E7JclRUVQUpn/I+bQA5cEGBALLyZOz0zP2pKlsOW2V66YYFReLjS334dNCpz3EBQE9Qk20lfaR7d4C0sqi+U4aFj1jB4kGqmiMLyVkxKecV1U0WspXoqt+cvkhOkZ20VK+atrY1JARZ0nNdVSdZlScierwPHTNz/HRPbxy7Edc3/ZBQqfFznuLlZnva1N8KS3lK6eE0KiKTk20DZ8WJJtNkDbHkdJFzPICRwiFBVUbCBnxKX2P+CtZWnMjveOHvPCSVBc10ZP1MQK6l9NzfHQPO7ufoC66kHkVq6ZIus5F1WLbNSdySnTVj3La/dvZ/QTPH/4OGSs58Zqm6GxZ8BHWNb8T13UYzfTRMbqLkFFGW9X6aeuw6KqPBVUbqOlq9WRrR3awpPY6yoJeUmNL+UpqovNJ5ofZ2vEgm1rehaKe/I5yVorDg6+TscaZF7mGxTWbJ93nvvHD9IyfxXiuWIWu+rxE+ZFdNJevnHZshX1xltRcT9VpRsXZsqbxLkK+qWPBr4Wojy3kyNBW8naanJ0mfIph4dcjRHzlE9910Ijh00JoikE8WDth+AWMKIpQkUjydgaJxJUOO7oeRxEqjfGl09ZgUYRCWbCWqkgz7SPbGUofZzw7MG040or6W4gHaiZdvxACXfXRWLaEAwMvkbcz5KxUUW9iibcIwssj8F0/D21hpacAZbmgCUTQ8BSfCgmyxg2txOdXoDbGJ51Ca4wR/8J9XvKyOnnMKZUhgp9cj/+uxUjTAdV7beKYsA//2xZirJne6Feqwp5c7Kld9mkE37sK3+YWZM4GhUkhTMKvYWxqRm2afvGoxAMnlY0EaE0xgh+4Bt+tC5BpL2RL6KqnqBQpnFcVaAsrifzeLd4xjutJq4a8eyRi576xM4mCMWBsavZqOZyOACXmx3/rAvQVdV4Ct+16Ur4hA6UmfLLmA56ErP+dSzHWN3khY470jo36UKKBifsQ+dUbvAT+U5uK+Ah+aDUyY6EWFuDGpmbiTXGUusm5kmp9lPjf3O19p4Y3TtSWOJFfvWHayxR+3TNWT/QzZGBsbEKdX44czSJN28vjKBh2FCpqq7URQp/dhDuU9pLYDRWlJoLQVYy1jRPGr/Br+Da3oM2bPkxTKQuilk8fClvi4jNrhoWu+oj6K4rGOVeEmggaUSSS4XQXlpObZFhIKbGcPIcHXy+oEXWSNsfIW2ksN08yN4w88T85s1JBXXQBIaPskhgVPi1ETbR12sWRIrSJxHVXujhuQblCSsay/Yxm+xDAAzv/lsf3f3na82etFGlzDICxXH9Rz0HQiFAXW3TOi9/1Lfeyt+8Fjg2/yeP7v8y2rkdZWX8r1zTeTmN86ZlPAKiFRVexBFC/FkIt5IbYjjmj9+N8CRqxwoJwqsEiEDQWwttMJ8dgqmOSYVETnc+aprfTO36IfX0v0J88xvzKNayqv52F1RvmtKiYIlQE3nfmSgcpJ9+b8dwgR4ffJJUfnXhNU3ysargNAMs1GUy1Yzl5KkIRaiNtRX8HFeHGibDA/uRRMmZiwrAwtAAr62+jY2QXhwdfZyTTU0hO9s6VMcfZ3fs0uuqnLraIuujCifOeGM9j2T4Egp/u+Gt+se9fpu1D1kqSMccL1zZAseDvgB6lLrrwvIw5nxaa8IaejhDKhACBlC62MzlmXFd9k1SeVEVHESqGFsBQ/ROLfFXRJhJEXdcu/O3QOboHx7U50P8Sf/mLe6ftn+WYjBckYHNWivw0GyeGFqAy3Iw+jQdLIAgWvEUSieXMXtx7iSsYIRA+zasJUaQuBHh1JNRpQmhEQPdCiKY7taqgVoaKVqUWPg2ttRxaz22uVGL+iWTlKefUVK+YWv1ZhicJgVIWRCk7w4IzaEzNbZglhCJQ66Izh1QJz9jT5p2dbLgS9pLyi57OUL0q6qe/rqtopxmPSnkQZZoFuQjo6CvrJr8WC2CsP/uCdcKneR6EmbwIQqDWRlBrp4rAGKdUUxe6itoQmzCISlzezJphoSk6hjp9fDR4XosT4SZZK4FTePie4MjgVn6++x/oTxwlb2ewXRNFqIUkY/+kB/6ZlqEBIzZF8vJiEdSjqMr0SVVe9HJhYSRPLqcd1yJnpyYMjcFUx1m1dfoi6FQ8Na1z/xFWh1v4yIb/w7OHvsmrHT+lfXg7/YkjvHzshzSXrWBz63tZVnfThGEwHbpi4FODRcMsvMWYd3/mwqgA8KvB4t+DEIT93gNPSpeMmZj0flCPsLn13QT1CM8e/hZdY/sYTnexp/dZKkNNEwo+FaGG89o9nwlNMSaECSw7O+G9OMH8irXcu/K3sZwcGXOcR/d9adL7rmuTzI0UzuUj6Cs+BnTFh08LoQiVTH5sQjHoBGsa7+SJ/V9hPDfAzu4nuG3xZwBPOnUw1UHnyG5igWoW12yeFD5kT4xnr+9nP57z3o97milEUw0CRaSmz4RfD6OpRtG5afJ3eJoMo6JO8hoJvLhvL2Rz+u9eFv6bs08YCdJTnBsZnfb4U3FcG0c6U173ayF01Xde11CiRIkSJUpcLGYxx+IMi8RTJUWl5NSHX/vwdr7+2m8zlOoi4qvgtiWfYXH1tcSDdahCBSHY3/cCX3/1d86qL8olTEBUVe2c4+5d3AkvTG10ATe0fZCm+PLJBwmmrBfKQ/XFF+9wXh4bRVGpiy3ivmt+h+vmv583jj/E6x0/YzDVwWimh8NDW1lScx33rfqdKQn4p55DzGB4XAxOeLfOfJyXH3QqQihEfJVsmvcuFtds5uDAq7zW8QDHhrZxNLeN7vEDbDv+CHcu+zwr6m8p6qU7H0JGfGIBncgPk7cnS+7VRtuoDDcDktFML4/v/zLuJK/G5N/WTGPRGx+FXXbpcppzhIpQI/Mr17Gj+3G2dv58wrDI2Wn29D6H7ZrEAzUsrZnsHpfy1PG8kBvbPkhjfNmJDk1d9xZeqwjPZKiJ8w4988Lxzm8+EJw57K8YjrQBia76WNd0N5tb3zvj9YOX/1I5TR6YIs59XrmScXNJRh/9e7IHX6Ti/j8ksOjGM3+oRIkSRUm9+TOGfvyHyPxJj2hozb2U3f4r6FXFc1avdpzMGGOP/SPZI69Scd//JLDw+jlry04OMvboP5Dv3kvFPb+Pv23TnLV1KZk1w8J1bW/HsQimnZ3wUvi0ybvZj+37V4ZSXRhagM9v+TINscVoioEQXrKhK90phZwuX8794a8pxkSIgyIUaiKtU9Rppm3pDAut812GKELxFrjlEepiC7l98efY0/cczx76BseGt7Pt+KO40uYTm/6uaCz3pV4CmU4Od5qdXwCkF3IC3rX6ppFzFUJgaAGqwi2UBetZ03gXvYlDvNr+E7Ydf4zO0T38ZMdfEfFXsKBq46zlW/j1MDF/FbrqZzDVQcocRSInFpWqok3krRhqgNNXqie8fOAtbE83TE7FcW2swn3y6cEp+TCKorKu+R3s6X2G7vGDdI3to6lsGTkrya7uJ/HrYVor1kxK8AfPu3BiXChCzMp4vtTj6XwI6OEJ75xfD53lPRAnvZqT3pj4z1sC18yQ2vZzrOFOsodenjPDQjoWZs8+7PE+QivumJM2SpQ4E05mDLNrN0owhq9x5Zy0oVfNI7zmPpyxHvJdu8l37cJJDCCdmWtNXCnYiUHMrp3oVW3oVfPO+nMynya17efYo91kD79yVoaFPd5P/vhOjPql6OVT66oVw82Mk97xME56hOyx169aw2LW4jhMJ0sqP4ztTh+eM5btJ2d7i7myYP3EQtp2LY4Nb8OVNourr6WlfCWGFvB2vQs77raTnxRTflUgTv2nIOKvIOKrYDTTRyI3jCLUiUVksT+KUM7LK3G2KELFpwWJ+CvZ2HIv/23Lv3Pzwk9gOlmODe/g8ODWOWv7QknnR8lZyWmNC4lLf/Io4MXMV0xTcPEEQijoqo+gEWN+5Vrev/aP+OD6/01tbAGDqU729j5PehbHphCCuthCyoP1ZMxxOkd2Fwobnl14i6b6qInO9yRdrRRDqeNFPzueGyBten2vDDVNW7hyVf1thHxlOI7JtuOP4LgWPeOH6E8eJeKrYHndTVMMAm88VxIujOdkfuSyGM8XF4GqGNRE5mO7Jt1jBxFCOYt7oF5F9+D8EZqfwILNaLE6/PM3zFk7bjbJ6ONfZOyJf56zNkqUOBNm1x5GHv5bMrufmLM2jIbllN/7B1R97ItEt3wKNTR3uYKXgtzhlxj++V+Q69x2Tp8TegB/27VoZfX4W9ef1Wey+59l5Od/jtm955zaUnwh/PM3oJU34m9Zc+YPXKHMaoD4cKaH3vFDUxYyrnToHNnJeHYAQw1QG22bSIi0TtlZDuiRKbt1UkoSuUEOD74+m10tihDqRJKn7ZqYzoUX6zlzm96ubl10AVkrwZGhrQyliy8ITySwn+1i82yRUk78Ob1/qqIT9pVzY9sHAbDsHKOZqVXJLxckkmPD2z0521OuxxMJMNnT84y3APaVT6q+PdM9UISKrvpZWX9r4TOS0WzvRKX22aK1Yg31sUWA4PWOn9I1uvesv29FqJQH62goW0oiN8Thoa1Y0xj7Urq0D29nINmOQKG5fCURX8WU4wwtyNrGu5BItnU9VgiDegaEoCLUyMLqqTsuQghqI/Opi7aRtRIcHtzKcLrroo/nS40iVFbV34qULgOpYxzof6mo8IR3D6aOu9nuz4m5zXLyM3qYzxmhIrQQQosU+ROEc/DqKYEoVR/+B1r+ZCuBJTfNXj9PQUqJa6bJ7n8WaZcS3ktcGqSUWMPtmF27kKflns4mQlFRdD+KEUCoxqTw9CsdKSVm916sgaPgFolUKIISKqP6o1+g+Y9fJbD4zJ5RKSX5rp1YQ+3n3JYaq6X6E1+i6Q+exb9g8zl99kpiFuVmoWt0L28ef4TyYAM+PYhAwZU27SM72df3AmlzjFUNb6M81DAROuLXw4R8ZYxnB+kc3U3WSuIvSLW6hcTaPb3Psa3rkdnsalEM1U/EX4FAYTTTS8/4ARrLlk48kD1pVFHYWbwAu+y09UNz2QoW115P+8hO3jz+MFXhZja3vtcrzCZOqAS5uNLGck2S2UFqowtmVabVdvOMZnrx6xF8WnBSgqqULnk7w5EhT1taU33TypheTrxy7McsrNrEvIprJoQDbNfkjeMP0T6yE58WYnXjnZPCuaR0SZmj5K00YX85qqJ7eT6FkCPHdegeO0Ay61UGjfqr0GZZ2rMy3MTK+ls5PraX/uQxfr77H7h35W/RVLa8ECJYmNwKicGnIoQg5q/m2pZ38ZOdf83hwdd4rf0nbGi+B1U1EAhc6TCcPs7WzofoSxyhpXwlrRVrJhUqPPV8G+fdx3NHvsNIppvDg6+zr/d5gnqM5XU3FQ2Fay5fyeKazXSM7OKN4w9RFWnm2nnvIWTEi4/n2IJJtTKudFShccOCD/PS0R+SzA3xs11/T9RfRWW4qaD+JSZkaW3XImsmMLTAtJW3ZwOfHvIkdxEMJNvpT7ZTHWmdCEv15jblvLwmRsVmqm577YL6J6XETY9OWlwJoSB8IYQRmOZ4F5nPIO08wufVDHKtLNiWdy2KitB8CCPgzWOFa5KOhWtmkJZJvnMH1lA7WkUzdmJg0vmF7kfxT5Usl46NtHJIO490HU/VR9VRjCCoUwUjpOvipEcQioYSjIFr45qZQj8lQlEQut/7c0pumpTSa8PMevekiNGpBstA9eo/SSk9YRAri7RO9A+Eonn3QZssAODm07j5DIrhRxjBaXPjpJS4qWGklKihOOIUYRQpXa8dK4d0vO9NqKp3LZpv2vM52QTYpncvFNW7PitX6KuCUDUUXxihaoV7YOLmEihGEKH7vePtPNL1nsVohrdYPkWZzckmwHVQfCHcwnclFA0l4IVUu9kk0rG8tvwRhDp5KSRdF2nnCtflFK5LO+W6lFOOdXCz44BACUSRjuX1cdL9CKDo/pNjULpI20RaOdzMOPmu3diJQdxcaso4VALRyd+blF4bVh7pmN59wzMchKp736M6q0u780K6jnf/Jo1DHWH4EZoxaf0kXcf7jag6SiB22pg4+TlF8528h67rjQMrh5MaJt+9BzcziptNTLmHaqgMlJM10orONf4wQp+qSnZyPORxkkPku/fiZsZxMuPTtFUOp0TcSOkW2jpphAhF9ea1adqa1K5je79l2zy7uWbi95/z+us6IPHG64n5UDPmPAd29uRmFR9CKLx09AcMpjpZVX8rQSNGX+IIr7T/mO6xfUR8lVzX+j4qgieTfgWCtY1vZyh1nL7EEb73xh9y3fwPEDbijGR62Nb1GLu6nyDir0A1z06O7YKuQ/VRE5lPbXQBvYlDPH3wa2TM8cIOsldALuKrpKV8FaEZFHfOFUMLsL75bgaS7bx5/GEe2v0F9ve9yJLa6ykL1iGly3h2kN7EYQ4PvkZDbDGfue6L+JXZq7SZtZJ89eXfwHLyLKzeSGN8qVdBHYVkbpiDg6/yevsDaIqPxvgS2irXzVrb4P0oHNfy8gqkt4udNsfIWJ4cqe3kGcv0Tch8ChQMLYBfD01JYg8aMdLmON967b+zcd59hXofCgf7X+WZQ19HESr1sUVsWfDhSZ+zXS/k58Hd/8iCqo20VqymMtyMXwthOll6xw/x5vGH6R4/SDxQy5Lq66at0XChrG16O33Jo7x09PscGdzKl1/8PItrrqcxvgRDDZAxxzk+ugfbtVBOk1ENGFFWN97JseHt7Ox+gp/t/Ds6R3axuOY6DDVAf+oYb3Y+RMfITsK+crYs+OiE/O50NJevojbaRu/4IV499hP6k0epjsxnRf3NRT/j04Ksb7mXwVQnbx5/hAd3/QP7el9gae31xIO1uNIlkR2kN3GIQwOv01i2hM9e90+TJKivdIQQVAQbeM+aP+AH2/6UY8Pb+OKzn2BN413UxxejKwYZM8FgoY6I45jcuezzrGt+55z0x6cFqYsuojLcTM/4AR7f/2XGsr3URFpxpUsqP0p5sJ555avwTWNkXgx6/un95Dve8BYlZg41WkXl+/+S2PUfm3Ksm0sy8rM/J/XmA1Tc+z9QAjESL36d3NHXcbLjqOFKQivuJH7b5zHql04stvLHdzH66N9jdu3GHDgMrkN2/7Mc++22SeePXPtBaj7xz3DKQto1M+SOvUHy5W+T2fcUzvgAQvfja1pF9MZPElxxB2q4fNKiyUkO0vGHa/DVL6P+N35K9uBLjD/9L+SOvo6bT6NGqohc+wHit/4yWrwW8BYjzng/ydd+SGrrjzAHDiNzac9wKsTEC18YoRk0/vYj+Oat8xYVjoXZe4DEi98kvfNR7LFuhKJh1C0hvOl9hNe9Cy1WO7GwGHvi/zHyyN8SWXs/5ff+AXrlvKn3OTNG+x+uRubTNP7+0/ibV3t9dGys4Q5SW39M8vUfYg0cASnRK1sIrb2XyMb3Y1QvRGiTFRoHvvH/kd33NPW/+iOUcAXjT/0L6R0PY492g+7H37Ka6g//I0b9EnAsMrsfo+/fPkPsps8S2fAexp/7Kpm9T+IkBhBGkMCCzcS2fIbAkptQfJ6QxuC3fg1ruIOy23+FxKvfJ7PnCYzaRVR/7IsITWfgW79Grv1NfI0rqXr/XxBYdFKAQtoWZv8hUq//gNSbD2ANdYAQGNULCG94N+F170avnDcxnpzkIN3/eD9C06n52D+RPfgCiZe/g9l/EGmbGFULiFz7QWI3fRo17HmFZS5FetejJF78FmbvPuyRLqRtMvLQXzH66N9Pul+1n/k3whveC4VnnGtlSW9/mNS2B8gdfQ17rA8ANVJJYMG1xLZ8msDCGxD6patl41o5zK7dJF75Hpldj3rfrarjq19KZPOHCa2+e9I4tMd66fzjdfjmraPmk/9K4rl/J/nGT7BHjgMCo2EF0es+QmTT+1GDcQCc1DDpN35C8o0fY/bsxx7vA8ei/xv/DfGtX5vUn6bffxrfvLVMxKA7Nt1feBdm187CXJNFi9dR+f6/JLp58poAwEkOkHr9R6TefACzdz/2eD+4Nv3//hk4bZHe/MevYtSflOZ3s0m6//4ezN59E5sSetU8Kt/750Q2vq/4PcxnyB17ncTL3ya772mcxKA31zRfQ3TLpwgtvx0lVD7JWMK1MXsPknzlu6R3PoI93oe0sijBOEZ1G8GVdxFedz9GdVvRdmeDWTMsTlSWdqXDzu4n2Hb8UU8+VQgM1U95sJG3LfnsFGlKgFsXfYrOkZ0cGdrG1o4HebX9pwgUNFUnqMdYWreFtU1v5+kDXyORH56tLhelqWwZWxZ8mCf2/xsDyXZ+vP0vkXi7eZrQ2TjvfqrCzbNqWICn+POO5f8ffi3E7t6nJ2oInJCfVIWKpvrwaUGigepZj8VWhErEX8GRwa28cOR7OK41EaYmhIKu+AjoEZrLV3L/Nb87bUz+hdI9tp+vvfJb5Jw0OTNF3s7gSO9B2j6yg398+qMYWgCfFsKvh9jYfB83L/o4Ef/kMJ7KUDOrG+9gV89TPHngP8jbGVzpoAgFvxaiIbaED63/EyKn7Q6LiWRuwZ7eZ9nR9TiutCcSqFVFx1D9VIVbuH3JZydVFp9NAkaUO5f+EobqZ2vng4xn+9ne9RhvdD4EeEnnqqIT0COEfPEp0sKV4WbuXfVb6Jqfvb3P8/KxH/Hc4e8AEkXRMNQANdE2bln0SdY2vX1SrYbTEQg2tNzLj7f/Bdu6HkNVdBrii6mLzVyVti66gLcv+//waUF29zxDx8gODg2+NjGmTh3PsTkYz5cDmmqwvuUehFB4bO+/kMgN8Nzhb+O4NhK3kHvijanGsmVz8ps6lUXVm9g07128eOQ/OT66h2ND25DIifF004KPUhtdcMkMi7I7fw2r/xD2WC/JrT9GWmcOM3SSg4w/+++4+TTSsfA1r8a1clgDRxh//quYvfuo+fRX0KvbCrv6Lmq0Gv+SLWjljaR3PYpW3kR47eQ6I/7W9ZPCt1wrR+r1HzHy8F/jJIfQKlsw6pbiZMYx+w7Q/9XPEb/rNym/6zdQgpPrKEnXwRrtIrXjYUYe+FOE5sfXuh5pZrFHjiPzmYlFMYCbHmXkwb8g8fJ30ataiWx8H4o/Qr5jO9lDL+JmE0Rv+DiB+RvQTywSXJvskVcZ/Ob/hzXUgVbVSmDxFrBNzMEjDP/0T8gffZ3ye/4AvXYhQij4F2zGqFlI5uALRIY60CqaOd0Tn97+EG5mDP+89SeNCtfB7DvA0A/+gMz+Z9ArmvG3bgAhsIY6GHvsC+SOvE7F/X+Ev3X9lB1SJz1Kvms3ya0/whpsR6+ch163BHu4A3ukCyU0uRCazKfJ7HqMXPsb2EMd6FXzMGoWYQ21k979C8ze/VS+5/8QWnPPycXqUAejv/gCQg+gVzST63iT4Z/8L9x8Cmnl8TVfQ/7YVoZ+/Mc0/vYjCM1AOja59jcY/vEfkTu2Fa2yGX/bteDaWEMdDP/sz8gde5OKe/8HRsPySZ4Le/AYQz/+Y/Jdu9CiNQSX3Iw91ofVd5DhB/431nAH1R/+e68dJKg6evV8tHgdufY3yHftxj9/I/55ayddu16zYFLYUr5rD8MP/AluZhwlFCew6AaEqmMNHCH15s/IHnqJmk99mdCK22f83cwV0jbJ7H7cy0EYOOKNjUU3IPMZrKF2Br/72+SP76L8Hb+DVtE0abyZPfsY+O5vkj/yKnrVfIzqBVgjXZjdexj+8R/iJAYov/v3Cl4zCbofo24JWryB7KEXsYY7CS67FaNmwaQ+qZEqJiW2Kirld/0G5sBR7LFuUlt/AjOFoUkJRgCjYRlaeSPZA89hjfYQXHknemXL5LZOG7uKEaDsHb+NNXgMe7iT1JsPnPEeumaW5GvfZ/Thv8FJj6JXtmDUL8fJjGL27Kf/3z5N2Tt+l7I7f8PzaAkvosIcOErvv3wEa/Aoes0CLz9Neoab2X8EeBRf08orx7CwXZPyUD03tH2IhdWb2Nv7LCPpHlRFoy62iHXN72Be+WoMbarrJ+SL8+nNX+DFo9/nwMDLJHNDaIqP8lA9S2tvYHXjneStNF3VG+kZP0RwGj17TfFRHWkhmV9OPFg7bTGssyVoxLhu/vupibayvesX9CWOYDk5DDVIPFjDktrrpyzkyoP1NJYtI+wrQyniZlIUjfJgHU1ly6mOtE67IK2NtvHeNf+DtU1vZ0/fs/SOHyKVH0UIQcgoozoyj/kVa1lWd0NBFeiU8wuFsK984vzGOcqghnxl3L/qd9jf/yLHR/cymuklZ6eRUuLXvSJji6quZWXDrRNFxU7Fr4epiy0kZlZPG69/gqAepT62iKARI3D6QkqAquqE1PhZeQKKhaPl7TQr6m9hbdPbeaPzIY4NbydtjhE0oiyo2sB1re8nHqyZ8jlNNVhRfzOGFuDI4FYGUh2k86PYroWm6EQDVTSXrWBVw23URhdM1JyYC8K+ct654ldZXncTu3qepmtsL8mcZ1gH9ChlwVrqY4toq1pPS/lkJREhBLXRNj6w9o850P8yu3ueYSB1DMe1ifjKaS5fyTWNd1AfW1hUsvhU1jTexdaOnyORBPQo65recVbyp3WxBbxvzR+ytukd7O19jp7EIdInxrOvjOpwK/Mr1rCs7kZ0ZfIOm+DkeK6JzD9nWd+yQC2N8aX49PBEKNzpKEIlHqj12ojOn6iu7tdD1MUWIKUkeIoinU8LUhOZj6H68Wsnx66mGNTHFuLTglO8LobqZ9O8+1lUvYltxx+lfXg7o9l+bNfEr4UoC9bTVLacxTXXUhed/ECM+qtoiC/x6gQVMf6EEMQCVTSVLacsWD+lQvypRPwV3Lb4MzTEl7Cr50kGkx3YroVPC1IWrGNh9aZp77O3G2Yi5rCitxCC8Jp7AG830uzZR67jzImYbmaMXMc2Yjd+krI7f31i1z2z9ykGvvtbZA8+T+7oq2jljQjdT6B1PYHW9UjbJPXmz0jvfhyjbgnVH/nH4o1ISe7oa4w9+29I26LyvX9GeP17UIMxcF1SOx9h8Hu/w+ijf0dgwWZvUTeplpLEHjnO+JNfIn7zfyF6wye8sBnXwRnrxbVyE2E6ANlDL5I58Dx6VStVH/kHAgs2I4SCa+Xp//dPk9r6E/SqNsIbP4Ci+zxvb2KQ4Z/+b6zhTqJbPk353b+HFq3xjICu3Yw89FekdjyMGq+n/J2/ixoqw9+yGqN+KYmXv+0tbOetQ/hPjmvp2CS3/gjpOCd3cgthJOPPfIXsgeeIXvthyu/+794CS0rM3n0MP/hXpLb+iOQr30GvnIcWmzzXStdh5KG/JrjsFqo/8o/oVfMRioq0cuQ6tk093s6T791HMHYTdb/0zYmE/nz3XoZ/9qektv6EzIHn8C/YPPFZa7SbwOIbqXjP/wHp0vXXd5De+QjBZbfR8Bs/wzWzHP+LW7EGj2ENdWDULMAe7Wb8ma+QP76T2M2fo+yOX0MrqwfpkuvYzvADf0p6+4MYDcsoK2tADZ9MgLbHenEPv0Tle/6U6PUfR9H9SMdi/Nl/Z/C7v0V658Pkb/kc/qZrUAMxIuveRWTdu7DH+xl9+G8w+w4RXnMP5e+YWVY/0LqOsjt+Db26zRsXmoEE7NEuBr/zm6R3PEzixW9eGsNCSvI9exl/9t+wx/sof+fvErvhk6iRSpAumQPPMfTD/0ni+f/AP28tkU0fQPhObmLYw50AVH/inwlf43lunfQIo4//E6MP/SXp3b8gsun9GLWL0KLVxG74ONzwcc9g+f5/x0kOErvxk0Q2vHfGbgpFIbzufq/N8X7Mnn2YXbuLHq/F64hv+TQA5sARBr8zjJMeI37z5whd846Z29IMIuvfDYA11IHZs9fLz5jhHuaOvMr4s/+GlJLK9/8F4XXvQg1Evblmx0MMfu+3GXn4rwksvI7gsltBaEjbIrv/Gay+AwRX3kXtZ/59Yny6Vg6rdz9Oegxf8zUz9nc2mL06FtLFcW2i/ko2t76Hza3vOafPB4wob1vyWd625LPTv69HuGflbxb9fGW4kQ+t/9NzanMm/HqI5XU3s7zu5rM6/h0rfoV3rPiVGY8J+8q4c9nnuXPZ52c8ztACLKm9niW156anrKt+1ja9nbVNbz+nz51AIGiIL6FhhrCYmWirXMfnb5y+YvipFLs2IQQt5av4n3c9fF7tn4rjenHWdbGF3L3y18/6cwJB2Fd+QfdxNlGEyvzKtcyvXHvmg6chaMRY03QXa5ruOu8+CCGojszjf9z10Hl93tACLK29gaW1N5z54Emf87Ou+Z3nHRp025LPcNuSz8x4jF8PceviT3Hr4k9Ner2lfBWfu/7/TTm+uXwFn7z2b6e8Xhas4/M3fqVoO4pQqQg1Fp3finFD2we4oe0DMx6jKjo3tH2IG9o+dFbnDBrRcx/frok19iZGxeWZcBhYcC3R6z4ySY8/uPw2Ags2Yw0eJd+5k9A1d8MZYpqLIR2T7P5nyHfuoOz2XyG89j7PqABQFMKr30l612MkXvgaqVe/T3DxjZNyEbzjVHyNK4nd9ssTu+pCUdGmkau0ho/jJAcJXfNO9LLGiQ0URffhX3g96V2PkT++o7DL6gPXId+xjeyB5/C1rJ0wKk604Wu+hugNnyTftYfsgWfJr3gbwWW3ofgj+BdcS2bfU2T3PU1oxR0YtQtP9mPoGLkjr6AEIoRW3+3dCyT2aBfJV76HXr2Asrt+8+SurRAY9csIr7uf3JHXyB15HbN7zxRDAbzckLI7fxO9esGEd0fonhrYdOjlTcRu/BT+tpOyzb7G5YSW30724AtYQ+04iYFJbQWX3YoarkAxAhg1C7AGjxHZ9H4v50GCv3kVmf3PYY/3olfPx+w7SGr7z/DPW0f81s97RoV3E/HPW0t4zb3kO3eQPfAc4WveMcmwAIhufB+Rje9HKeQECc0gcu0HGH/2K96u8fFd+JsucGEnFGI3TZ7XBKDFaond9FlSW3+MNXBkImfqYiJdm/yxrWQPPk94/XuIbv6IZ1QU+h1ccjOhlXdh9h0ivf0hgsvfhnKKYYEQxG76DOHCWANQwxVE1t1P6rX/xE2PYvYdwqid2Vt+JSMdk8y+p8h37aLsrt8ivPoez6gAb65Zcw/pnY+SePHrJF/5HoFFNyIMDfByb1A01BO5Pq4zkbTvK3gbLwazWiCvRIkSJUpcYqREOhnsdDu4JtI1UYNNCMXAyQ94gg9CQ/HXIK0ErjkMro0SqEcoOm5uACltcPMogSaEGsAae4Nsx7cRehzVV40yg0fyUmA0LEevmj/lda28AaH5cDJjUKyuzVlgjw9g9h+ZSBad1pPi2iAU8t17JhJ3T0UJxAiuuP2sEieF7kOoOjKfnqRYJaXEzSbBdSflLkjHInvwBYTmw9+yZsKoOBW9qhVf8zVkdj+G2XeY4LLbAAgsuA6jegHZw69gDbWjV8+f6GPqjQdw82nCa+9FjXpiHdI2yXftwUkNo1W0YA21Yw13TGrLGmxHaDr2WM+U5NYTBJffVshHObsQSDVajX/+VBU6JVyOGiwr3KvJoXNqpBqhed5KJVgGioJe0YyXESxQfGGgkOyaT2P27MPNjHuel/7DXg7OKdhjvQhVwx7qwElPlRkPLrttUkib17CKVjkPa6QLJzN+Vtd6JqRjYY/346ZHvBBA2/LCtQbbC++b4NigzX1e6qk46VHMvoO4+QzSsch37SF/miSrm0siFBWz7xBu/vQ6Swqha6ZuJAkjgFrWgD3ciZtPzeEVXHrssT7PMLRNpJkl1/Hm1IOk6801XbsnlKmEqhNo3YAarSa96zHUWC2hlXegVXgeQ8UXumhKYJdeOqBEiRIlSswaEhc7dZjMkX9BaCHs1CECLR9DKDr5vl+gxZaj6DH0iutxUoexxrbjZLvQ4+tQfZXken+O4q9DmiNo0aUYVTeR738cJ30Mc+BpjIrNl51hoYbKEYGpIbJCNbyFq3QvaPfLSY/gpkfBsRl7+suMP/8f0x4nVK3ow1toOlq87qza89UvR69uI9f+Bpk9TyDNLKg6TmqIzK5HQdUILrn5pFfEdbBGOhGqPq0HBEAJRlEjFTjpUZz0sBc3LgRG7SKMplVkj75K7tjr+FvXoYbKcc0M6Z0Pg2MT2fRBOJFP4NhYw50gXcyunfR+qbinTA0XVzhTY7UTi/6zQRgB1Gk8H0LRvARa6Z6mnCUmKW0JRUGAF3ojTh5DQUnHtXJekrHrkj34Arn2N4r2RYvWTn9NZY1wWiiiQKCcuM4ictPngpMaJnvoJdK7HsPs3oObS3nqRq6De0pV7Uux3etmk9iJQXBtUq//iPT2B4sfrE5jYAvQKlqmed1TQ/K+qwu/h5czTnoEJz3mzTVP/jPjz07vCfd+OyfnGqGoGI0rqLj3D0g8/3USL32LxEvfIrD4RoJLb8U/fyNGTRuKf2oY+2xTMixKlChR4mqi4LEQqh+j8gYUfx16dAXW+A4UXzWB5o+h6BGkdEA6KEYcO3EAJ9PpyZKqIYLzPoGUDql9f4a/6QP46+8B1ya04Jcv9dVNi1B1b4E5V7iOF1ZgBAmtvAOjflnRQ9VQeREZSQFn2Udfy2oimz7A2C++wMiDf4lRtxjhD2MPH0faeaLXfojQyrsm53G4trcAK+YREYr3x3W9PydeVjWCi7eQ2fUomd2PE1n3LtRgGfmO7Zi9B9AqWwgsuI6JRYyUYJugaOh1iwmvua/odSi+EEbd4um7o2pwFnlaE8cL1au/cPYfmN7IK7ZrW5BxRdPxNV9DcHnxHAXFH0afZgEsdF/x888C0jZJvvwdhh/6K4Tm87xNjctRI1UoRgB7pIuhH/z+nLV/5g464NpeSNuiG/DP31j0UCUYQw2XTX39PMMVrxpcB1wH4QsSWvn2or8fwPP4nTIHKL4Q0es/jr/tWlLbHiR3+CXM4zvJ7H0KX+MKYjd9htCqd0xJMJ9tSoZFiRIlSlxFCEVF6DFcO4mT60OLLEINtWAldiP0GEpBeMHND5LvewzcPK41jnRzqEgUfzUIHaEYyIniiooXHvUWRfGFUHwhhKISWn0P0es/Oqfx64oRILDoBjK7HsUa6kCNVCJ8IYyahfhaVhNaeRdKMH4yjEgoqNEapGPjpKZXTpT5DG42ifCFUPzhSQtgf9tG9JoFZA88jzlwGL26jdT2n+PmUsS2fArhC55sS1FRIpUgBHrVfCru/8O5NeouEkLVPaNQKPgaV1Jx/x/Nud7/uWINdzL27L/jJIeo+sBfEdvyGa8eghBI1yF7+OVL2j+hB1D8UQrMBDYAAA6eSURBVBAqgcVbKH/n71529/ByR/GFJ+aa8Nr7iFz7gXOaa4Sq42tYjlG3BCcxQPbg86R3PEJm75OMPvJ3KP7ohEjGXHHlzwYlSpQoUWICKV1wciBU1GALQvXh5HqnHmclkXYSxVeFogZxcz2Fd6bu9Cq+Cs8QGXgKLbIYNdAw5XxXHqIQjiG9mPRCaNB0qLEatIompJXD6juImx6dqEkwF0jXIbPrF+S79hC/7ZeJ3vjJkwmc0yBUDd+8DfDMV8h37cHNJaeEPNhjPVj9h9DLG9HKmya9p8Vq8c/fRO7wK2QPPI9Rt4zsgRcQqkZozb2TdkWFZuCrX4pQDezhTqyBo1dFMq3whbzrEArWUDv2cOckMYC5a1gUPEneTvVM49DqP4ybHUcNxAivf8+kuHnpWJjde+e+vzOghsrQq1u9fI+BIziJfrR4/dw3LBSEULzcJted8R5ecFNC9c7t2t5cO8ttqbFatPJGpJnD7DuAmx6bIhJwVv1UVLR4HZEN78PfugGh6SRe+ja5Y1u95Pg59Kxd8JZL1F/Nda3v4+aFHz9v5ZoSJWaL+RVruGnhx7i+7QNE/VWXujslSlx0pJ3GTh9BC83HNQexRl7HHHgKLbwQvezkHK0GGtDjq0GoKL4K9PINaJEl6GXrEWoQoQbx196FUAzUQCO+yhtxc/1IJ3vpLm42URQvB0BK3OQQ5sCRooeqgRiBtmvRq1pJ73qU9O5f4GTHJ8X0O+kxskdfw0mPePK8F4Jrk+/ahZsZQ41UeYncM51T1QgsuBa9diH5rl2k3vgJbi4JeIamPdrjxeT37sc3by2+plVTThFcdhtaWQOZfc+Q2fcU9shx/K3rMWoWTtp1FoqKUbeY4JKbsIY7GX/uq1jDxyfdC9fMYvYewCwkoV4JKJqB0bgcf9smzJ59JF7+DvZY7+TryqfJd+3BGu70wqZmo10jUKjYbWINd2InB4seK4wACMVT4UwOTCxspWOTP/YGyVe+Oyt9Ol8UXwh/y1qMhuVkD79E6s0HcJJDk38n2QS5jm1e8Tb3/AUVJrcbRvhCnuE/eNT7bc4Rwh9GMYK4Zhar/8jE72y2UIMxTza5soX0jofJ7HkCN5s4ba4ZJXvkVZz06MS8IB2b/PGdmH2HJgs+UDB8NB/TbRrNBRfssagINXDXGeRTS8wd3piSSAmKMnXASCmxbS+eVtevfpfksrotLKvbcqm7UaLEpUPaSDuN0EIoWhSppxFqGD0+WeZSaEF8tXfOeKpA88kqtMH5n5uT7p7A7D+MPdaDtHI4yeFC1dgc+Y43SYcrEboPJRBFq2hBi87CpoHwFIJ8jSuwhjoY+fmf42+7FqFqSCuPXrPgZC0AIQgsvpHItR9i/Ll/Z+wX/xeza7eXaCoEMpfCGu3G7NpN5fv+HF9zbKJS8vn1TfV2yxWVxEvfxOzeU1hUegnJaqjcW/TXL/VC34SCVt5I2R2/xsjP/5KRQl0EraLZq8bbtYf03ifRK+cRXv8e9Kp5U5r0Na7AaFhGeuejpF77Pm5mnMiG93rtTuqbQAlXEL/tl7ET/SRe+jZuehSjcSWKEcA1MzjJIcy+gwQWXU/s+o+fU5L2JUMI9IoW4jd/juEH/4Lx57+GPdbreWd0H24+g5MYwOzdT3jtfYTXv3uqpPD5NGsEvboMZQ1k9j2N4guj1y0CCdLOEVpx54QEsFG3BKNmAZkDzzH22BcILL3ZUz0b6yVz4DmkbaIUKlOfipMZK3g7Erh2nnzndlwziz3aRWbfM1hD7QjNhxavR69oPv+q3ULga15N9IaPM/b4PzH21L9i9R/xivwpKjKfxh7vw+zeQ/z2XyG45KYplavPByUQxVe/DDVcTvL1H+JaOfSKZq+qtpUjsumDk+YMs88rwintHE5iAGe8H9fKkmt/AzVUhtB8KIEYemXLSbncAmowjtGwHHXPkyRf+e7/3969xcZR3WEA/86Z++zO7tq7tte52DGxncS5gEnSBEMScWkoRYUgqAhSaUtUVaqEeKnUtyLRPqJWqhBS+1SJIpWK0KKCSBpQaWkJJKFVbg4JuZCLCXES2/Gu13ubSx+OsePYCYgNjd1+v1dbmtmNszvfzDnfH2EpB71u7vixErc/Pj4dPIpCVD79CEGuH5Ffhj/YBz93AWG5gNLJf0HacXUsN6WOFU8DQqjQvuZRDP/jtxja8SuUz+xX/5chEJXzqA6dRaXvABo2PwvTSarPoGoJufd+D3/wDMxsp9p/YTiIqkWUzx7GaO+bMOd2jQ+y/CpxKdQsFkUR8rkyjh8fgGlqyGY9JJI2csMl1KfVmtgwjFAq+oiiCEbyfz9YEP2/E7oHM92D6vB+QAjo8XboiWU3+rQ+18ierSgc2I6oUkRYGUX14ilE1TJG9ryC4uF3IAwbRmYBEnd8F/ryaweiL0IIAS3RiPr7f4JLb/8GhX1voLB/O4RhQ5oOvLWbJw0Z05NZJG7/DqSbQGH/NuR3/UHVfEK1Ckk3CbN58dgSpNq+uIORAUBqELqF0vHdqPT1qlamsQYjCAGrtRt1G5+Cs2iDajwybMRXPQyEAfIfvIrczhcnqihNVw0k+9q34XTdNe0FsbRcuEvuQvHIOygeex9aokFNdZ4mFEjDhrN4PdIP/hT5PS+rlqJ9b4zfTZemDT3dCi1Wf8WgwJlN2nG4yzYCQiD/wZ8w+uHbKPz7z+pCLAohLBdGQ5uaDH6d9pUIqcFuX4vUnT9EfvfLyL37AqAZELqpLpibl4wHCz3ZhNTXn4S0PYwe/htGj76rLkx1C1bbSiTWb8HQtl8gqk5+qlg9dxRD23+pnrT4ZQS58wiLOZRP74c/fB7S8SB0C7EV30By/Rboyelbr74ILV4Pb9XDkIaDkb2vY2Tva6rVDACiCML2YGY7IJ0kcJ32KQlNR+zm++APn8PI3tdx6a+/htBNCM2EFkshtvxe4LJgkd/1kmpbq5YQlgvqfamWMbJ7K4qH/w6hWzAa2pBY933Elt4z5VjxlZsQjgxgZP82DL31vGr90kxosTrEV24aDxYIfOR3voDikX8i9EsISwX4Y0+78u+rcxC6BTPbgcS6LXAXq5uieqpZDdF0Uygc2I78rpem+axZAmHFJz5qpAbNS6sSht63VHvWWNmBNB2Y85bCW/UInI6e6/KeXwuDxSz34aF+2LYBKQR6D/bjpoVp9B74FJ2LG5HJuAjCCGf7cqhPO/ASFgYHRnG+fwSOa6CxMQ43NgvuJBHRFyakAd3rhO7NrnXvVsvNEGNTpC8nMFGcqblJ6HWqTlUaNmK33A892QS7c920d+HcJXdCOh6MxoUQ5tSJ4tKwEet+EHr9fNW/X8qrL2gnCXPe1DBmZBYgue4JOO23oXLuGILCoPqiN11oXhpG40LomZZJ5yLtODIPPQOhmxMD164hyF9AbueLGD3wF8SWb4TV2g1pJ9QackSq2/7EbuR2/g4IfTgdtwNS1epqThJez+OwWm9FZWzSrpASmtcIc24XzKb2az49cJfdAwiBoDAIPdUMPd1y1Y2j0oohtvxemHO7UOk7qJ4w+RUI3YLmpqCn58No6pjSkOXd9hjstpXjU6OvSWow5y5FZvOzqoVpmqfy5twu1N/3YwjTgV7foo6xdjOs1m4YjROzTby1j8FacOtYm5OA0E3EVz8Ca0E3zOxE844Wq0Os+wFY81eg/MkhBLnziIKqelLk1kHPtMDMdk7Mx7A91G18Cv7wuWn3EwjDhtfzOJxFG2C3r532ZRr185G44wlYLbeMXeSW1EVxPA1zzpJJvxtb8U0Y9fNR7jukaoOFVHtkFnSrCl8h1dKZy4KP5jXAXXo3gmJu8rlhcimt1bwEwrjiCdWXoKea4a3dDLttFSrnjiDIX0QUqsApY2kYDW0qLI2do+YmkX7oGfW69alBVItnkNzwA4Sjl2C3dE97TDO7CKm7fwSnowf+0FlEQQVCt6F5GWhXzHWxWrshrbhaJnSV90JzU1fdH2LN6ULqnidhL1qH4NKnE38fXsPkxiUpYbethrysdvnK46jXl4aemhzmjIY2JNdvgd3Rg2r/MTU3JYogLRdaPAOjaSGM+nn4LFkI3YK35lFYc7rUjJPyiGqX0sf+jrKLYGQ7p85Z+QqIqObFoHSjRFGEP249gAc2LUWlEuDN7R9h9Zr52LPrDNbc1oJk0kbVD/DxiUF4noVsNoHTp4bg+yEaGuNI1TmwbWZLIqKZonBwBwZeeRrSyyCz6WlYC26d0rpUufAxzvy8B2G5gIXP9auKzv/S8CsiomvhVeUsp0mJMFDZUEqBWMxEImGhKetBSoFSyYfrmvCrIYrFCqp+iKash6am+A0+cyIiupI/cBr+8DnEbloNLTVn2irX8eFYX2HlLRHRl8FgMcu1d2bw3s5TsG0d8+YloekSmi5x6GA/mud4KBarOHVyCIahIZG0gSjC0SMXkBsuork5gbj3JTdpERHRdScsD8J0UPmkF/7Fk9BTzZNamfyhPlza8RzCUl5t3pUan1YQ0YzBpVCzWBRFKJd8XLw4Ck0TSCRsWLaO4UtFBEEEL2EhCELkhsvQNIFk0kalEqBQqMCydMQ9C6bJDd1ERDNF5cIJDLz6MxT2bYPZ3Amr5RboXgOiKEKQO4/q+aMondoL3WtA4/eeh9O5HkLyyQURzQwMFrPcZ3WzAMYno372Tyquchfr835OREQ3RhT4qJw9hPyerRjtfUttRPUrgJSQhg0t1QynvQfx7m/Balut2m/4WU5EMwSDBRER0QwShQGCwiCC3AVE5YKaKCwAoZkQlgstnoYWT6vGJoYKIppBGCyIiIiIiKhmXJhJREREREQ1Y7AgIiIiIqKaMVgQEREREVHNGCyIiIiIiKhmDBZERERERFQzBgsiIiIiIqoZgwUREREREdWMwYKIiIiIiGrGYEFERERERDVjsCAiIiIiopoxWBARERERUc0YLIiIiIiIqGYMFkREREREVDMGCyIiIiIiqtl/AOBAzponlp8tAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from wordcloud import WordCloud\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "\n",
    "# Load your dataset\n",
    "df = pd.read_csv(\"renamed_ai_infrastructure_data.csv\")\n",
    "\n",
    "# Function to generate and display a more compact word cloud\n",
    "def generate_wordcloud(column_name, title=\"\"):\n",
    "    text_data = df[column_name].dropna().str.cat(sep=',')\n",
    "    wordcloud = WordCloud(\n",
    "        width=800,\n",
    "        height=400,\n",
    "        background_color='white',\n",
    "        colormap='Dark2',\n",
    "        # max_words=600,           # Allow more words\n",
    "        max_font_size=120,        # Keep largest words smaller\n",
    "        scale=1,                 # Lower scale to pack words tighter\n",
    "        prefer_horizontal=1.0,   # Favor horizontal words\n",
    "        # collocations=False       # Avoid duplicate bigrams\n",
    "    ).generate(text_data)\n",
    "\n",
    "    plt.figure(figsize=(10, 5))\n",
    "    plt.imshow(wordcloud, interpolation='bilinear')  # smoother than spline36 for word clouds\n",
    "    # plt.title(title, fontsize=14)\n",
    "    plt.axis('off')\n",
    "    plt.show()\n",
    "\n",
    "# Generate word clouds for the selected columns\n",
    "generate_wordcloud('Data_Challenges', 'Data Challenges')\n",
    "generate_wordcloud('AI_Investment_Sources', 'AI Investment Sources')\n",
    "generate_wordcloud('AI_Investment_Forms', 'AI Investment Forms')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "eab75d65",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Category values successfully shortened!\n"
     ]
    },
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
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         "2025-04-08 11:15:32.215",
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         "2025-04-09 02:07:57.043",
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       "      <th>Country</th>\n",
       "      <th>Role</th>\n",
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       "      <td>...</td>\n",
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       "      <td>High</td>\n",
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       "      <th>3</th>\n",
       "      <td>2025-04-08 13:05:14.710</td>\n",
       "      <td>Nigeria</td>\n",
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      "text/plain": [
       "                 Timestamp                                            Country  \\\n",
       "0  2025-04-08 06:00:00.445  Africa - Southern, East, West, Central and Nor...   \n",
       "1  2025-04-08 09:44:02.234                                              Kenya   \n",
       "2  2025-04-08 11:15:32.215                                      united states   \n",
       "3  2025-04-08 13:05:14.710                                            Nigeria   \n",
       "4  2025-04-09 02:07:57.043                                           Nigeria    \n",
       "\n",
       "                                            Role  \\\n",
       "0  Research, teaching, and community development   \n",
       "1                                     Researcher   \n",
       "2                                       Inventor   \n",
       "3                       Lecturer and Researcher    \n",
       "4                   Research/Program Management    \n",
       "\n",
       "                                              Sector Internet_Speed  \\\n",
       "0  Agriculture & Climate Adaptation, Healthcare, ...           Slow   \n",
       "1                                          Research            Slow   \n",
       "2                          AI computational formulas      Very Fast   \n",
       "3        Agriculture & Climate Adaptation, Education           Fast   \n",
       "4                              Media/Data Analytics            Slow   \n",
       "\n",
       "  Internet_Affordability Internet_Reliability Electricity_Reliability  \\\n",
       "0              Expensive             Moderate                    Poor   \n",
       "1              Expensive             Moderate                    Good   \n",
       "2              Expensive      Very Unreliable               Excellent   \n",
       "3               Moderate             Moderate                    Poor   \n",
       "4               Moderate      Very Unreliable                    Poor   \n",
       "\n",
       "  Electricity_Affordability Alt_Electricity_Use  ...  \\\n",
       "0                 Expensive                 Yes  ...   \n",
       "1                Affordable                  No  ...   \n",
       "2                  Moderate                  No  ...   \n",
       "3                 Expensive                 Yes  ...   \n",
       "4                  Moderate                 Yes  ...   \n",
       "\n",
       "                                     Data_Challenges Data_Quality  \\\n",
       "0  Poor data quality, Data privacy and security c...     Moderate   \n",
       "1  Lack of labeled or annotated data, Data fragme...     Moderate   \n",
       "2         Data fragmentation across multiple sources         High   \n",
       "3  Lack of sufficient data, Lack of labeled or an...     Moderate   \n",
       "4  Data privacy and security concerns, Data fragm...          Low   \n",
       "\n",
       "  AI_Innovation AI_Interventions_Exist  \\\n",
       "0      Moderate                    Yes   \n",
       "1      Moderate                    Yes   \n",
       "2   Very Strong                    Yes   \n",
       "3      Moderate                    Yes   \n",
       "4          Weak                     No   \n",
       "\n",
       "                               AI_Investment_Sources  \\\n",
       "0  Government, Private sector, Educational/Resear...   \n",
       "1  Private sector, NGOs/Civil Society, Internatio...   \n",
       "2                                     Private sector   \n",
       "3                                         Government   \n",
       "4                                                NaN   \n",
       "\n",
       "                                 AI_Investment_Forms AI_Influential_Actor  \\\n",
       "0  Public-private partnerships, Government grants...              Private   \n",
       "1  Public-private partnerships, International org...            Intl Orgs   \n",
       "2                        Public-private partnerships                 Govt   \n",
       "3  Public-private partnerships, Government grants...                 Govt   \n",
       "4                        Public-private partnerships              Private   \n",
       "\n",
       "   Funding_Accessibility          AI_Policy_Exists AI_Policy_Effectiveness  \n",
       "0      Very Inaccessible                       Yes                Moderate  \n",
       "1  Moderately Accessible                       Yes             Ineffective  \n",
       "2      Very Inaccessible                       Yes          Very Effective  \n",
       "3           Inaccessible                       Yes                Moderate  \n",
       "4           Inaccessible  Currently in development                     NaN  \n",
       "\n",
       "[5 rows x 29 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
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    }
   ],
   "source": [
    "# Define the value mappings for shortening labels\n",
    "value_mappings = {\n",
    "    'Internet_Speed': {\n",
    "        'Very Fast': 'Very Fast',\n",
    "        'Fast': 'Fast',\n",
    "        'Slow': 'Slow',\n",
    "        'Very Slow': 'Very Slow',\n",
    "    },\n",
    "    'Internet_Affordability': {\n",
    "    'Very Affordable – No cost issues': 'Very Affordable',\n",
    "    'Affordable – Costs are reasonable & manageable': 'Affordable',\n",
    "    'Moderate – Costs are noticeable': 'Moderate',\n",
    "    'Expensive – Costly, limits AI work': 'Expensive',\n",
    "    'Very Expensive –  Costs are prohibitive': 'Very Expensive'\n",
    "    }\n",
    "    ,\n",
    "    'Internet_Reliability': {\n",
    "    'Very Reliable – Consistently strong and dependable connection': 'Very Reliable',\n",
    "    'Reliable – Stable connection with minimal disruptions': 'Reliable',\n",
    "    'Moderately Reliable – Occasional issues but mostly usable': 'Moderate',\n",
    "    'Unreliable – Regular interruptions affecting productivity': 'Unreliable',\n",
    "    'Very Unreliable – Frequent disruptions, unusable for AI work': 'Very Unreliable'\n",
    "    }\n",
    "    ,\n",
    "    'Electricity_Reliability': {\n",
    "    'Excellent – Highly reliable, no major disruptions': 'Excellent',\n",
    "    'Good – Mostly reliable, minor issues': 'Good',\n",
    "    'Fair – Occasional outages, manageable': 'Fair',\n",
    "    'Poor – Unstable, major disruptions': 'Poor',\n",
    "    'Very Poor – Frequent, prolonged outages': 'Very Poor'\n",
    "    }\n",
    "    ,\n",
    "    'AI_Innovation': {\n",
    "    'Very Weak – Minimal AI activity, no support structures': 'Very Weak',\n",
    "    'Weak – Limited AI initiatives, major barriers': 'Weak',\n",
    "    'Moderate – Growing AI ecosystem with some challenges': 'Moderate',\n",
    "    'Strong – Well-developed ecosystem with good support and resources': 'Strong',\n",
    "    'Very Strong – Thriving with robust innovation and investment': 'Very Strong'\n",
    "    }\n",
    "    ,\n",
    "    'Electricity_Affordability': {\n",
    "    'Very Affordable – Low cost, not a barrier to AI work': 'Very Affordable',\n",
    "    'Affordable – Generally affordable for AI tasks': 'Affordable',\n",
    "    'Moderate – Reasonably priced but with some constraints': 'Moderate',\n",
    "    'Expensive – High cost, limits AI development': 'Expensive',\n",
    "    'Very Expensive – Cost is a major barrier to AI work': 'Very Expensive'\n",
    "    },\n",
    "    'Electricity_Cost': {\n",
    "    'Very Expensive – Prohibitive, major financial burden': 'Very Expensive',\n",
    "    'Expensive – High cost, difficult to sustain': 'Expensive',\n",
    "    'Moderate – Manageable cost, requires budgeting': 'Moderate',\n",
    "    'Affordable – Reasonably priced': 'Affordable'\n",
    "    },\n",
    "    'Alt_Electricity_Cost': {\n",
    "    'Affordable – Reasonably priced': 'Affordable',\n",
    "    'Moderate - Manageable cost, requires budgeting': 'Moderate',\n",
    "    'Expensive – High cost, difficult to sustain': 'Expensive',\n",
    "    'Very Expensive – Prohibitive, major financial burden': 'Very Expensive',\n",
    "    },\n",
    "    'Hardware_Accessibility': {\n",
    "    'Not Accessible – Extremely difficult to obtain': 'Not Accessible',\n",
    "    'Limited Accessibility – Available but costly or restricted': 'Limited',\n",
    "    'Moderately Accessible – Obtainable with some challenges': 'Moderate',\n",
    "    'Easily Accessible – Generally available with few barriers': 'Easy',\n",
    "    'Widely Accessible – Readily available and affordable': 'Wide'\n",
    "    }\n",
    "    ,\n",
    "    'Hardware_Cost': {\n",
    "    'Very Affordable – Easy to access, low cost': 'Very Affordable',\n",
    "    'Affordable – Generally accessible': 'Affordable',\n",
    "    'Moderate – Manageable but restrictive': 'Moderate',\n",
    "    'Expensive – Limits widespread use': 'Expensive',\n",
    "    'Very Expensive – Major barrier to access': 'Very Expensive'\n",
    "    },\n",
    "    'Cloud_Cost': {\n",
    "    'Very Affordable – Easy to access, low cost': 'Very Affordable',\n",
    "    'Affordable – Generally accessible': 'Affordable',\n",
    "    'Moderate – Manageable but restrictive': 'Moderate',\n",
    "    'Expensive – Limits widespread use': 'Expensive',\n",
    "    'Very Expensive – Major barrier to access': 'Very Expensive'\n",
    "    },\n",
    "    'Data_Accessibility': {\n",
    "    'Easily Accessible – Readily available without restrictions': 'Easily Accessible',\n",
    "    'Accessible – Available with minimal restrictions': 'Accessible',\n",
    "    'Partially Accessible – Some limitations on access': 'Partially Accessible',\n",
    "    'Difficult to Access – Significant restrictions or delays': 'Difficult',\n",
    "    'Not Accessible – Unable to obtain required data': 'Not Accessible'\n",
    "    }\n",
    "    ,\n",
    "    'Data_Quality': {\n",
    "    'Very Poor Quality – Data unusable due to inaccuracies or gaps': 'Very Poor',\n",
    "    'Low Quality – Significant quality concerns affecting usability': 'Low',\n",
    "    'Moderate Quality – Some issues with accuracy or completeness': 'Moderate',\n",
    "    'Good Quality – Generally reliable with minor gaps': 'Good',\n",
    "    'High Quality – Complete, accurate, and up-to-date': 'High'\n",
    "    },\n",
    "    'AI_Policy_Effectiveness': {\n",
    "    'Very Ineffective – No visible impact or progress': 'Very Ineffective',\n",
    "    'Ineffective – Minimal impact, with major gaps': 'Ineffective',\n",
    "    'Moderately Effective – Some positive impact, but many challenges remain': 'Moderate',\n",
    "    'Effective – Significant positive impact with minor challenges': 'Effective',\n",
    "    'Very Effective – Clear success in advancing AI development': 'Very Effective'\n",
    "    },\n",
    "    'Funding_Accessibility': {\n",
    "        'Very Accessible – Readily available and well-supported': 'Very Accessible',\n",
    "        'Accessible – Generally available with manageable requirements': 'Accessible',\n",
    "        'Moderately Accessible – Some opportunities, but competitive or restricted': 'Moderately Accessible',\n",
    "        'Inaccessible – Limited options with high barriers': 'Inaccessible',\n",
    "        'Very Inaccessible – Extremely difficult to access any funding': 'Very Inaccessible'\n",
    "    },\n",
    "    'AI_Influential_Actor' : {\n",
    "    \"Private sector\": \"Private\",\n",
    "    \"Government\": \"Govt\",\n",
    "    \"International organizations are intergovernmental entities\": \"Intl Orgs\",\n",
    "    \"Educational/Research Institutions\": \"Education\",\n",
    "    \"NGOs/Civil Society/Local Initiatives\": \"NGO\",\n",
    "    \"No significant actors or funding sources\": \"None\",\n",
    "    \"Equal influence across sectors\": \"Equal Influence\"\n",
    "    },\n",
    "}\n",
    "\n",
    "\n",
    "# Apply the mappings\n",
    "for column, mapping in value_mappings.items():\n",
    "    if column in df.columns:\n",
    "        df[column] = df[column].map(mapping)\n",
    "\n",
    "\n",
    "print(\"Category values successfully shortened!\")\n",
    "\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "7cc4ee98",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "# -------------------------------\n",
    "# Recategorisation function\n",
    "# -------------------------------\n",
    "def recategorise_multi_response(cell, mapping):\n",
    "    if pd.isna(cell):\n",
    "        return np.nan\n",
    "    matched_labels = []\n",
    "    for short_label, keywords in mapping.items():\n",
    "        for kw in keywords:\n",
    "            if kw.lower() in cell.lower():\n",
    "                matched_labels.append(short_label)\n",
    "                break\n",
    "    return \", \".join(sorted(set(matched_labels))) if matched_labels else np.nan\n",
    "\n",
    "# -------------------------------\n",
    "# 1️. Data_Challenges Mapping\n",
    "# -------------------------------\n",
    "data_challenges_map = {\n",
    "    \"Poor Quality\": [\"Poor data quality\"],\n",
    "    \"Data Privacy\": [\"Data privacy\"],\n",
    "    \"Annotation Gaps\": [\"Lack of labeled\"],\n",
    "    \"Fragmentation\": [\"Data fragmentation\"],\n",
    "    \"Legal Restrictions\": [\"Legal and regulatory\"],\n",
    "    \"High Cost\": [\"High cost of data\"],\n",
    "    \"Technical Issues\": [\"Technical challenges\"],\n",
    "    \"Bias\": [\"Bias or lack of diversity\"],\n",
    "    \"Insufficient Data\": [\"Lack of sufficient data\"],\n",
    "    \"Access/Timeliness\": [\"real-time\", \"domain-specific\"]\n",
    "}\n",
    "\n",
    "df[\"Data_Challenges_Cat\"] = df[\"Data_Challenges\"].apply(\n",
    "    lambda x: recategorise_multi_response(x, data_challenges_map)\n",
    ")\n",
    "\n",
    "# -------------------------------\n",
    "# 2️. AI_Investment_Sources Mapping\n",
    "# -------------------------------\n",
    "investment_sources_map = {\n",
    "    \"Govt\": [\"Government\"],\n",
    "    \"Private\": [\"Private sector\"],\n",
    "    \"Education\": [\"Educational/Research\"],\n",
    "    \"NGO\": [\"NGOs/Civil Society\"],\n",
    "    \"Intl Orgs\": [\"International organizations\"],\n",
    "    \"Other\": [\"-\", \"Otic Foundation\"]\n",
    "}\n",
    "\n",
    "df[\"AI_Investment_Sources_Cat\"] = df[\"AI_Investment_Sources\"].apply(\n",
    "    lambda x: recategorise_multi_response(x, investment_sources_map)\n",
    ")\n",
    "\n",
    "# -------------------------------\n",
    "# 3️. AI_Investment_Forms Mapping\n",
    "# -------------------------------\n",
    "investment_forms_map = {\n",
    "    \"PPP\": [\"Public-private partnerships\"],\n",
    "    \"Grants\": [\"Government grants\", \"Research grant\"],\n",
    "    \"Equity\": [\"Equity investment\"],\n",
    "    \"Loan\": [\"Loan or credit\"],\n",
    "    \"Intl Support\": [\"International organizations\"],\n",
    "    \"Technical\": [\"Technical assistance\", \"capacity building\"],\n",
    "    \"Self-funded\": [\"Self-funded\"],\n",
    "    \"NGO Support\": [\"Grants from Non Governmental Organisations\"],\n",
    "    \"Other\": [\"Private investement\", \"-\"]\n",
    "}\n",
    "\n",
    "df[\"AI_Investment_Forms_Cat\"] = df[\"AI_Investment_Forms\"].apply(\n",
    "    lambda x: recategorise_multi_response(x, investment_forms_map)\n",
    ")\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e9e9a462",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "index",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "AI_Influential_Actor",
         "rawType": "object",
         "type": "string"
        },
        {
         "name": "AI_Investment_Sources",
         "rawType": "object",
         "type": "unknown"
        },
        {
         "name": "Data_Challenges",
         "rawType": "object",
         "type": "string"
        },
        {
         "name": "AI_Investment_Forms",
         "rawType": "object",
         "type": "string"
        }
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       "rows": [
        [
         "0",
         "Private",
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         "Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data",
         "Public-private partnerships, Government grants or subsidies, Equity investment, Loan or credit schemes, International organizations are intergovernmental entities, Technical assistance or capacity building"
        ],
        [
         "1",
         "Intl Orgs",
         "Private sector, NGOs/Civil Society, International organizations are intergovernmental entities",
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         "Public-private partnerships, International organizations are intergovernmental entities"
        ],
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         "Govt",
         "Private sector",
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         "Public-private partnerships"
        ],
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         "Govt",
         "Government",
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        ],
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         "Private",
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         "Data privacy and security concerns, Data fragmentation across multiple sources, Bias or lack of diversity in available data",
         "Public-private partnerships"
        ]
       ],
       "shape": {
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      },
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AI_Influential_Actor</th>\n",
       "      <th>AI_Investment_Sources</th>\n",
       "      <th>Data_Challenges</th>\n",
       "      <th>AI_Investment_Forms</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Private</td>\n",
       "      <td>Government, Private sector, Educational/Resear...</td>\n",
       "      <td>Poor data quality, Data privacy and security c...</td>\n",
       "      <td>Public-private partnerships, Government grants...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Intl Orgs</td>\n",
       "      <td>Private sector, NGOs/Civil Society, Internatio...</td>\n",
       "      <td>Lack of labeled or annotated data, Data fragme...</td>\n",
       "      <td>Public-private partnerships, International org...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Govt</td>\n",
       "      <td>Private sector</td>\n",
       "      <td>Data fragmentation across multiple sources</td>\n",
       "      <td>Public-private partnerships</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Govt</td>\n",
       "      <td>Government</td>\n",
       "      <td>Lack of sufficient data, Lack of labeled or an...</td>\n",
       "      <td>Public-private partnerships, Government grants...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Private</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Data privacy and security concerns, Data fragm...</td>\n",
       "      <td>Public-private partnerships</td>\n",
       "    </tr>\n",
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       "</div>"
      ],
      "text/plain": [
       "  AI_Influential_Actor                              AI_Investment_Sources  \\\n",
       "0              Private  Government, Private sector, Educational/Resear...   \n",
       "1            Intl Orgs  Private sector, NGOs/Civil Society, Internatio...   \n",
       "2                 Govt                                     Private sector   \n",
       "3                 Govt                                         Government   \n",
       "4              Private                                                NaN   \n",
       "\n",
       "                                     Data_Challenges  \\\n",
       "0  Poor data quality, Data privacy and security c...   \n",
       "1  Lack of labeled or annotated data, Data fragme...   \n",
       "2         Data fragmentation across multiple sources   \n",
       "3  Lack of sufficient data, Lack of labeled or an...   \n",
       "4  Data privacy and security concerns, Data fragm...   \n",
       "\n",
       "                                 AI_Investment_Forms  \n",
       "0  Public-private partnerships, Government grants...  \n",
       "1  Public-private partnerships, International org...  \n",
       "2                        Public-private partnerships  \n",
       "3  Public-private partnerships, Government grants...  \n",
       "4                        Public-private partnerships  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_long_vars = df[[\n",
    "    'AI_Influential_Actor',\n",
    "    'AI_Investment_Sources',\n",
    "    'Data_Challenges',\n",
    "    'AI_Investment_Forms',\n",
    "]]\n",
    "\n",
    "df_long_vars.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "baaf37e8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Unique values in column 'Role':\n",
      "['Research, teaching, and community development' 'Researcher' 'Inventor'\n",
      " 'Lecturer and Researcher ' 'Research/Program Management '\n",
      " 'Academic, Researcher, Digital Education and Innovation manager'\n",
      " 'COORDINATOR' 'Health Equity in Women’s Health' 'Software Developer'\n",
      " 'Research Scientist ' 'CTO' 'Computer vision engineering '\n",
      " 'research and teaching' 'Project Manager'\n",
      " 'Founder of A Data & AI startup' 'Research' 'Technical Team Leader '\n",
      " 'Jurist' 'Senior Manager: Financial Systems' 'Software / AI Engineer'\n",
      " 'AI Tech and Policy developer/researcher' 'academic'\n",
      " 'Governance Consultant' 'Digital transformation expert'\n",
      " 'Both NGO exec manager and consultant' 'Teaching and doing research '\n",
      " 'production manger ' 'ISMS Coordinator' 'DATA SCIENTIST ' 'Lecturer'\n",
      " 'Researcher/Developer' 'Tech Lawyer' 'Consultant' 'Research Manager '\n",
      " 'TUTOR' 'IT' 'Director' 'DATA GOVERNANCE' \"Don't have \"\n",
      " 'Laboratory technician' 'Software Engineer '\n",
      " 'Data science and machine learning ' 'Telecoom engineering' 'Founder'\n",
      " 'Technical Product Manager' 'Student' 'CEO' 'Law academic'\n",
      " 'Research Assistant' 'Leadership and Analysis'\n",
      " 'Postdoctoral research fellow' 'Program Manager' 'Managing Director'\n",
      " 'Director, Technology' 'ai engineer' 'Developer and Product Manager'\n",
      " 'Head IT' 'ICT Applications and Software Development Officer'\n",
      " 'Digital Technology and Policy' 'Planner Digital transformation '\n",
      " 'CEO of AI Company' 'Executive Director' 'Reresearch' nan 'Innovator'\n",
      " 'Innovator ']\n",
      "\n",
      "\n",
      "Unique values in column 'Sector':\n",
      "['Agriculture & Climate Adaptation, Healthcare, Education, Financial Services, Commerce'\n",
      " 'Research ' 'AI computational formulas'\n",
      " 'Agriculture & Climate Adaptation, Education' 'Media/Data Analytics '\n",
      " 'Healthcare, Education' 'Education' 'Healthcare'\n",
      " 'Agriculture & Climate Adaptation, Healthcare, Logistics & Supply Chain, Transportation'\n",
      " 'Agriculture & Climate Adaptation, Healthcare, Education'\n",
      " 'Education, Technology' 'Government and Public Service ' 'Law Firm'\n",
      " 'Financial Services, Government' 'IT'\n",
      " 'Agriculture & Climate Adaptation, Financial Services, Transportation, Commerce, Regulatory Reform'\n",
      " 'Development sector ' 'DIDGITAL for development in general'\n",
      " 'power and manufacture ' 'Government' 'Agriculture & Climate Adaptation'\n",
      " 'Law' 'Education, Research: Digital Inclusion ' 'Transportation'\n",
      " 'REVENUE SERVICES' 'Unemployed ' 'Technology'\n",
      " 'Agriculture & Climate Adaptation, Transportation' 'ICT'\n",
      " 'Foundamental AI research' 'Tech' 'law student' 'Commerce'\n",
      " 'Media and Communication' 'Regional/Intergovernmental/Diplomacy/Conflict'\n",
      " 'Agriculture & Climate Adaptation, Healthcare, Financial Services'\n",
      " 'government related open data & transparency' 'Media'\n",
      " 'Government, Planning ' 'Governance ' 'ICT Telecommunications '\n",
      " 'Civil Society - Digital Rights' 'Financial Services'\n",
      " 'Agriculture & Climate Adaptation, Education, Financial Services'\n",
      " 'Agriculture & Climate Adaptation, Healthcare']\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "cols = ['Role', 'Sector']\n",
    "\n",
    "for col in cols:\n",
    "    print(f\"Unique values in column '{col}':\")\n",
    "    print(df[col].unique())\n",
    "    print(\"\\n\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "7ef2edbe",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Unique values in 'Role_Compact': ['Research/Academia' 'Inventor' 'Research/Program Management '\n",
      " 'Management/Leadership' 'Health Equity in Women’s Health'\n",
      " 'Technical/Engineering' 'Entrepreneur/Founder' 'Policy/Governance/Legal'\n",
      " 'Both NGO exec manager and consultant' 'Other/Unspecified'\n",
      " 'ISMS Coordinator' 'Consultant' 'Education/Teaching'\n",
      " 'Technical Product Manager' 'Student' nan]\n",
      "Unique values in 'Sector_Compact': ['Agriculture/Climate' 'Education/Research' 'AI computational formulas'\n",
      " 'Technology/ICT' 'Healthcare' 'Government/Public Service' 'Law/Legal'\n",
      " 'Financial/Commerce' 'Civil Society/Development' 'Other/Unspecified'\n",
      " 'Transport/Logistics' 'Agriculture & Climate Adaptation, Healthcare']\n"
     ]
    }
   ],
   "source": [
    "# --- ROLE MAPPING ---\n",
    "role_map = {\n",
    "    # Research/Academia\n",
    "    'Research, teaching, and community development': 'Research/Academia',\n",
    "    'Researcher': 'Research/Academia',\n",
    "    'Lecturer and Researcher ': 'Research/Academia',\n",
    "    'research and teaching': 'Research/Academia',\n",
    "    'Teaching and doing research ': 'Research/Academia',\n",
    "    'Research': 'Research/Academia',\n",
    "    'academic': 'Research/Academia',\n",
    "    'Lecturer': 'Research/Academia',\n",
    "    'Researcher/Developer': 'Research/Academia',\n",
    "    'Research Manager ': 'Research/Academia',\n",
    "    'Research Scientist ': 'Research/Academia',\n",
    "    'Academic, Researcher, Digital Education and Innovation manager': 'Research/Academia',\n",
    "    'Reresearch': 'Research/Academia',\n",
    "    'Postdoctoral research fellow': 'Research/Academia',\n",
    "    'Research Assistant': 'Research/Academia',\n",
    "\n",
    "    # Education/Teaching\n",
    "    'TUTOR': 'Education/Teaching',\n",
    "\n",
    "    # Management/Leadership\n",
    "    'COORDINATOR': 'Management/Leadership',\n",
    "    'Project Manager': 'Management/Leadership',\n",
    "    'Senior Manager: Financial Systems': 'Management/Leadership',\n",
    "    'Technical Team Leader ': 'Management/Leadership',\n",
    "    'Managing Director': 'Management/Leadership',\n",
    "    'Director': 'Management/Leadership',\n",
    "    'Director, Technology': 'Management/Leadership',\n",
    "    'Head IT': 'Management/Leadership',\n",
    "    'Executive Director': 'Management/Leadership',\n",
    "    'Program Manager': 'Management/Leadership',\n",
    "    'Planner Digital transformation ': 'Management/Leadership',\n",
    "\n",
    "    # Technical/Engineering\n",
    "    'Software Developer': 'Technical/Engineering',\n",
    "    'Computer vision engineering ': 'Technical/Engineering',\n",
    "    'Software / AI Engineer': 'Technical/Engineering',\n",
    "    'ai engineer': 'Technical/Engineering',\n",
    "    'Developer and Product Manager': 'Technical/Engineering',\n",
    "    'ICT Applications and Software Development Officer': 'Technical/Engineering',\n",
    "    'Software Engineer ': 'Technical/Engineering',\n",
    "    'Data science and machine learning ': 'Technical/Engineering',\n",
    "    'Telecoom engineering': 'Technical/Engineering',\n",
    "    'ICT': 'Technical/Engineering',\n",
    "    'DATA SCIENTIST ': 'Technical/Engineering',\n",
    "\n",
    "    # Policy/Governance/Legal\n",
    "    'AI Tech and Policy developer/researcher': 'Policy/Governance/Legal',\n",
    "    'Governance Consultant': 'Policy/Governance/Legal',\n",
    "    'Digital transformation expert': 'Policy/Governance/Legal',\n",
    "    'Tech Lawyer': 'Policy/Governance/Legal',\n",
    "    'Law academic': 'Policy/Governance/Legal',\n",
    "    'Jurist': 'Policy/Governance/Legal',\n",
    "    'DATA GOVERNANCE': 'Policy/Governance/Legal',\n",
    "    'Digital Technology and Policy': 'Policy/Governance/Legal',\n",
    "\n",
    "    # Entrepreneur/Founder\n",
    "    'Founder of A Data & AI startup': 'Entrepreneur/Founder',\n",
    "    'Founder': 'Entrepreneur/Founder',\n",
    "    'CEO': 'Entrepreneur/Founder',\n",
    "    'CEO of AI Company': 'Entrepreneur/Founder',\n",
    "    'CTO': 'Entrepreneur/Founder',\n",
    "    'Innovator': 'Entrepreneur/Founder',\n",
    "    'Innovator ': 'Entrepreneur/Founder',\n",
    "\n",
    "    # Student\n",
    "    'Student': 'Student',\n",
    "\n",
    "    # Other/Unspecified\n",
    "    \"Don't have \": 'Other/Unspecified',\n",
    "    'Laboratory technician': 'Other/Unspecified',\n",
    "    'production manger ': 'Other/Unspecified',\n",
    "    'IT': 'Other/Unspecified',\n",
    "    'Leadership and Analysis': 'Other/Unspecified'\n",
    "}\n",
    "\n",
    "# --- SECTOR MAPPING ---\n",
    "sector_map = {\n",
    "    # Agriculture/Climate\n",
    "    'Agriculture & Climate Adaptation': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Education': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Healthcare, Education, Financial Services, Commerce': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Healthcare, Logistics & Supply Chain, Transportation': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Healthcare, Education': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Healthcare, Financial Services': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Education, Financial Services': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Financial Services, Transportation, Commerce, Regulatory Reform': 'Agriculture/Climate',\n",
    "    'Agriculture & Climate Adaptation, Transportation': 'Agriculture/Climate',\n",
    "\n",
    "    # Healthcare\n",
    "    'Healthcare': 'Healthcare',\n",
    "    'Healthcare, Education': 'Healthcare',\n",
    "\n",
    "    # Education/Research\n",
    "    'Education': 'Education/Research',\n",
    "    'Research ': 'Education/Research',\n",
    "    'Education, Technology': 'Education/Research',\n",
    "    'Education, Research: Digital Inclusion ': 'Education/Research',\n",
    "    'Foundamental AI research': 'Education/Research',\n",
    "\n",
    "    # Financial/Commerce\n",
    "    'Financial Services': 'Financial/Commerce',\n",
    "    'Financial Services, Government': 'Financial/Commerce',\n",
    "    'Commerce': 'Financial/Commerce',\n",
    "\n",
    "    # Government/Public Service\n",
    "    'Government': 'Government/Public Service',\n",
    "    'Government and Public Service ': 'Government/Public Service',\n",
    "    'Government, Planning ': 'Government/Public Service',\n",
    "    'REVENUE SERVICES': 'Government/Public Service',\n",
    "\n",
    "    # Technology/ICT\n",
    "    'Technology': 'Technology/ICT',\n",
    "    'IT': 'Technology/ICT',\n",
    "    'ICT': 'Technology/ICT',\n",
    "    'ICT Telecommunications ': 'Technology/ICT',\n",
    "    'Media/Data Analytics ': 'Technology/ICT',\n",
    "    'Media and Communication': 'Technology/ICT',\n",
    "    'Media': 'Technology/ICT',\n",
    "    'Tech': 'Technology/ICT',\n",
    "\n",
    "    # Transport/Logistics\n",
    "    'Transportation': 'Transport/Logistics',\n",
    "    'Logistics & Supply Chain': 'Transport/Logistics',\n",
    "\n",
    "    # Law/Legal\n",
    "    'Law': 'Law/Legal',\n",
    "    'Law Firm': 'Law/Legal',\n",
    "    'law student': 'Law/Legal',\n",
    "\n",
    "    # Civil Society/Development\n",
    "    'Development sector ': 'Civil Society/Development',\n",
    "    'Civil Society - Digital Rights': 'Civil Society/Development',\n",
    "    'Regional/Intergovernmental/Diplomacy/Conflict': 'Civil Society/Development',\n",
    "    'government related open data & transparency': 'Civil Society/Development',\n",
    "    'Governance ': 'Civil Society/Development',\n",
    "\n",
    "    # Other/Unspecified\n",
    "    'Unemployed ': 'Other/Unspecified',\n",
    "    'DIDGITAL for development in general': 'Other/Unspecified',\n",
    "    'power and manufacture ': 'Other/Unspecified'\n",
    "}\n",
    "\n",
    "# Apply mappings\n",
    "df['Role_Compact'] = df['Role'].replace(role_map)\n",
    "df['Sector_Compact'] = df['Sector'].replace(sector_map)\n",
    "\n",
    "# Display unique values in the new columns\n",
    "print(\"Unique values in 'Role_Compact':\", df['Role_Compact'].unique())\n",
    "print(\"Unique values in 'Sector_Compact':\", df['Sector_Compact'].unique())\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "e3470371",
   "metadata": {},
   "outputs": [
    {
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       "      <th>Timestamp</th>\n",
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       "      <td>AI computational formulas</td>\n",
       "      <td>Very Fast</td>\n",
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       "      <td>Very Unreliable</td>\n",
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       "      <td>2025-04-08 13:05:14.710</td>\n",
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       "                 Timestamp                                            Country  \\\n",
       "0  2025-04-08 06:00:00.445  Africa - Southern, East, West, Central and Nor...   \n",
       "1  2025-04-08 09:44:02.234                                              Kenya   \n",
       "2  2025-04-08 11:15:32.215                                      united states   \n",
       "3  2025-04-08 13:05:14.710                                            Nigeria   \n",
       "4  2025-04-09 02:07:57.043                                           Nigeria    \n",
       "\n",
       "                                            Role  \\\n",
       "0  Research, teaching, and community development   \n",
       "1                                     Researcher   \n",
       "2                                       Inventor   \n",
       "3                       Lecturer and Researcher    \n",
       "4                   Research/Program Management    \n",
       "\n",
       "                                              Sector Internet_Speed  \\\n",
       "0  Agriculture & Climate Adaptation, Healthcare, ...           Slow   \n",
       "1                                          Research            Slow   \n",
       "2                          AI computational formulas      Very Fast   \n",
       "3        Agriculture & Climate Adaptation, Education           Fast   \n",
       "4                              Media/Data Analytics            Slow   \n",
       "\n",
       "  Internet_Affordability Internet_Reliability Electricity_Reliability  \\\n",
       "0              Expensive             Moderate                    Poor   \n",
       "1              Expensive             Moderate                    Good   \n",
       "2              Expensive      Very Unreliable               Excellent   \n",
       "3               Moderate             Moderate                    Poor   \n",
       "4               Moderate      Very Unreliable                    Poor   \n",
       "\n",
       "  Electricity_Affordability Alt_Electricity_Use  ...  \\\n",
       "0                 Expensive                 Yes  ...   \n",
       "1                Affordable                  No  ...   \n",
       "2                  Moderate                  No  ...   \n",
       "3                 Expensive                 Yes  ...   \n",
       "4                  Moderate                 Yes  ...   \n",
       "\n",
       "                                 AI_Investment_Forms AI_Influential_Actor  \\\n",
       "0  Public-private partnerships, Government grants...              Private   \n",
       "1  Public-private partnerships, International org...            Intl Orgs   \n",
       "2                        Public-private partnerships                 Govt   \n",
       "3  Public-private partnerships, Government grants...                 Govt   \n",
       "4                        Public-private partnerships              Private   \n",
       "\n",
       "   Funding_Accessibility          AI_Policy_Exists AI_Policy_Effectiveness  \\\n",
       "0      Very Inaccessible                       Yes                Moderate   \n",
       "1  Moderately Accessible                       Yes             Ineffective   \n",
       "2      Very Inaccessible                       Yes          Very Effective   \n",
       "3           Inaccessible                       Yes                Moderate   \n",
       "4           Inaccessible  Currently in development                     NaN   \n",
       "\n",
       "                                 Data_Challenges_Cat  \\\n",
       "0  Annotation Gaps, Bias, Data Privacy, Fragmenta...   \n",
       "1               Annotation Gaps, Bias, Fragmentation   \n",
       "2                                      Fragmentation   \n",
       "3  Annotation Gaps, Fragmentation, High Cost, Ins...   \n",
       "4                  Bias, Data Privacy, Fragmentation   \n",
       "\n",
       "                  AI_Investment_Sources_Cat  \\\n",
       "0  Education, Govt, Intl Orgs, NGO, Private   \n",
       "1             Govt, Intl Orgs, NGO, Private   \n",
       "2                                   Private   \n",
       "3                                      Govt   \n",
       "4                                       NaN   \n",
       "\n",
       "                             AI_Investment_Forms_Cat  \\\n",
       "0  Equity, Grants, Intl Support, Loan, Other, PPP...   \n",
       "1                           Intl Support, Other, PPP   \n",
       "2                                         Other, PPP   \n",
       "3                      Grants, Other, PPP, Technical   \n",
       "4                                         Other, PPP   \n",
       "\n",
       "                   Role_Compact             Sector_Compact  \n",
       "0             Research/Academia        Agriculture/Climate  \n",
       "1             Research/Academia         Education/Research  \n",
       "2                      Inventor  AI computational formulas  \n",
       "3             Research/Academia        Agriculture/Climate  \n",
       "4  Research/Program Management              Technology/ICT  \n",
       "\n",
       "[5 rows x 34 columns]"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ebcc8bf4",
   "metadata": {},
   "outputs": [
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        [
         "Government, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities",
         "1"
        ],
        [
         "Government, Educational/Research Institutions, International organizations are intergovernmental entities",
         "1"
        ],
        [
         "Private sector, International organizations are intergovernmental entities",
         "1"
        ],
        [
         "Private sector, Educational/Research Institutions, International organizations are intergovernmental entities",
         "1"
        ],
        [
         "Private sector, Educational/Research Institutions, NGOs/Civil Society",
         "1"
        ],
        [
         "Private sector, International organizations and intergovernmental entities",
         "1"
        ],
        [
         "-",
         "1"
        ],
        [
         "NGOs/Civil Society, Example is Otic Foundation ",
         "1"
        ],
        [
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       ],
       "shape": {
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       }
      },
      "text/plain": [
       "AI_Investment_Sources\n",
       "Private sector                                                                                                                                   7\n",
       "Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities    6\n",
       "Government, Private sector, Educational/Research Institutions                                                                                    6\n",
       "Government                                                                                                                                       4\n",
       "Government, Private sector                                                                                                                       4\n",
       "Private sector, Educational/Research Institutions                                                                                                3\n",
       "Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities                2\n",
       "Educational/Research Institutions                                                                                                                2\n",
       "Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations and intergovernmental entities    2\n",
       "Government, Private sector, Educational/Research Institutions, International organizations are intergovernmental entities                        2\n",
       "NGOs/Civil Society, International organizations and intergovernmental entities                                                                   2\n",
       "Government, Private sector, Educational/Research Institutions, International organizations and intergovernmental entities                        2\n",
       "Government, Private sector, International organizations are intergovernmental entities                                                           1\n",
       "Educational/Research Institutions, International organizations are intergovernmental entities                                                    1\n",
       "Government, International organizations are intergovernmental entities                                                                           1\n",
       "Government, Educational/Research Institutions, NGOs/Civil Society                                                                                1\n",
       "Government, Educational/Research Institutions                                                                                                    1\n",
       "Private sector, NGOs/Civil Society, International organizations are intergovernmental entities                                                   1\n",
       "International organizations are intergovernmental entities                                                                                       1\n",
       "Government, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities                    1\n",
       "Government, Educational/Research Institutions, International organizations are intergovernmental entities                                        1\n",
       "Private sector, International organizations are intergovernmental entities                                                                       1\n",
       "Private sector, Educational/Research Institutions, International organizations are intergovernmental entities                                    1\n",
       "Private sector, Educational/Research Institutions, NGOs/Civil Society                                                                            1\n",
       "Private sector, International organizations and intergovernmental entities                                                                       1\n",
       "-                                                                                                                                                1\n",
       "NGOs/Civil Society, Example is Otic Foundation                                                                                                   1\n",
       "Government, Private sector, NGOs/Civil Society, International organizations and intergovernmental entities                                       1\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"AI_Investment_Sources\"].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6b152ed3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "Data_Challenges",
         "rawType": "object",
         "type": "string"
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         "2"
        ],
        [
         "Poor data quality, Data privacy and security concerns, Data fragmentation across multiple sources",
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        [
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        [
         "Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data",
         "2"
        ],
        [
         "Poor data quality, Lack of sufficient data, Data fragmentation across multiple sources, Bias or lack of diversity in available data",
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        ],
        [
         "Lack of sufficient data, Data privacy and security concerns",
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        ],
        [
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         "Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Legal and regulatory restrictions",
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        ],
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         "Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data",
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        [
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         "Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, Technical challenges in data storage and management",
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         "Poor data quality, Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management",
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       ],
       "shape": {
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       }
      },
      "text/plain": [
       "Data_Challenges\n",
       "Poor data quality, Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data    6\n",
       "Lack of sufficient data, Lack of labeled or annotated data, Data fragmentation across multiple sources, High cost of data collection or acquisition                                                                                                                                                                                                3\n",
       "Data privacy and security concerns                                                                                                                                                                                                                                                                                                                 3\n",
       "Lack of sufficient data, Data privacy and security concerns, Bias or lack of diversity in available data                                                                                                                                                                                                                                           3\n",
       "Poor data quality, Data privacy and security concerns, Lack of labeled or annotated data, Data fragmentation across multiple sources, Legal and regulatory restrictions, High cost of data collection or acquisition, Technical challenges in data storage and management, Bias or lack of diversity in available data                             2\n",
       "                                                                                                                                                                                                                                                                                                                                                  ..\n",
       "Lack of sufficient data, Bias or lack of diversity in available data, Lack of access to real-time or live data                                                                                                                                                                                                                                     1\n",
       "Lack of sufficient data, Data privacy and security concerns, Lack of labeled or annotated data, Bias or lack of diversity in available data                                                                                                                                                                                                        1\n",
       "Lack of sufficient data, Data privacy and security concerns, Bias or lack of diversity in available data, Insufficient language-specific datasets                                                                                                                                                                                                  1\n",
       "Lack of sufficient data, Lack of access to real-time or live data                                                                                                                                                                                                                                                                                  1\n",
       "Lack of sufficient data, Limited availability of domain-specific datasets                                                                                                                                                                                                                                                                          1\n",
       "Name: count, Length: 61, dtype: int64"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"Data_Challenges\"].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "d9e7de85",
   "metadata": {},
   "outputs": [
    {
     "data": {
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        {
         "name": "AI_Investment_Sources",
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         "-",
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      },
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       "AI_Investment_Sources\n",
       "Private sector                                                                                                                                   7\n",
       "Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities    6\n",
       "Government, Private sector, Educational/Research Institutions                                                                                    6\n",
       "Government                                                                                                                                       4\n",
       "Government, Private sector                                                                                                                       4\n",
       "Private sector, Educational/Research Institutions                                                                                                3\n",
       "Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities                2\n",
       "Educational/Research Institutions                                                                                                                2\n",
       "Government, Private sector, Educational/Research Institutions, NGOs/Civil Society, International organizations and intergovernmental entities    2\n",
       "Government, Private sector, Educational/Research Institutions, International organizations are intergovernmental entities                        2\n",
       "NGOs/Civil Society, International organizations and intergovernmental entities                                                                   2\n",
       "Government, Private sector, Educational/Research Institutions, International organizations and intergovernmental entities                        2\n",
       "Government, Private sector, International organizations are intergovernmental entities                                                           1\n",
       "Educational/Research Institutions, International organizations are intergovernmental entities                                                    1\n",
       "Government, International organizations are intergovernmental entities                                                                           1\n",
       "Government, Educational/Research Institutions, NGOs/Civil Society                                                                                1\n",
       "Government, Educational/Research Institutions                                                                                                    1\n",
       "Private sector, NGOs/Civil Society, International organizations are intergovernmental entities                                                   1\n",
       "International organizations are intergovernmental entities                                                                                       1\n",
       "Government, Educational/Research Institutions, NGOs/Civil Society, International organizations are intergovernmental entities                    1\n",
       "Government, Educational/Research Institutions, International organizations are intergovernmental entities                                        1\n",
       "Private sector, International organizations are intergovernmental entities                                                                       1\n",
       "Private sector, Educational/Research Institutions, International organizations are intergovernmental entities                                    1\n",
       "Private sector, Educational/Research Institutions, NGOs/Civil Society                                                                            1\n",
       "Private sector, International organizations and intergovernmental entities                                                                       1\n",
       "-                                                                                                                                                1\n",
       "NGOs/Civil Society, Example is Otic Foundation                                                                                                   1\n",
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      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['AI_Investment_Sources'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "4433147a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "AI_Influential_Actor",
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         "Equal Influence",
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      },
      "text/plain": [
       "AI_Influential_Actor\n",
       "Private            25\n",
       "Govt               15\n",
       "Intl Orgs          13\n",
       "Education           8\n",
       "NGO                 5\n",
       "None                2\n",
       "Equal Influence     1\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['AI_Influential_Actor'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "7e26b7ca",
   "metadata": {},
   "outputs": [
    {
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       "columns": [
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        [
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        ],
        [
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        "rows": 42
       }
      },
      "text/plain": [
       "Country\n",
       "Uganda                                                     15\n",
       "South Africa                                               11\n",
       "Nigeria                                                     9\n",
       "Kenya                                                       7\n",
       "Uganda                                                      5\n",
       "Nigeria                                                     3\n",
       "Bangladesh                                                  2\n",
       "Ghana                                                       2\n",
       "Dominican Republic                                          2\n",
       "UGANDA                                                      2\n",
       "Brazil                                                      2\n",
       "United Kingdom                                              1\n",
       "united states                                               1\n",
       "Africa - Southern, East, West, Central and North Africa     1\n",
       "United States                                               1\n",
       "Jamaica                                                     1\n",
       "Palestine                                                   1\n",
       "Morocco                                                     1\n",
       "Burkina Faso                                                1\n",
       "Republic of Korea                                           1\n",
       "Indoneisa                                                   1\n",
       "kuwait                                                      1\n",
       "KENYA                                                       1\n",
       "Pakistan                                                    1\n",
       "Guyana                                                      1\n",
       "Ethiopia                                                    1\n",
       "South Africa                                                1\n",
       "Costa Rica                                                  1\n",
       "TANZANIA                                                    1\n",
       "Zuid Afrika                                                 1\n",
       "Togo                                                        1\n",
       "USA                                                         1\n",
       "Congo                                                       1\n",
       "Burkina Faso                                                1\n",
       "argentina                                                   1\n",
       "THE NETHERLANDS                                             1\n",
       "Colombia                                                    1\n",
       "Bolivia                                                     1\n",
       "Senegal                                                     1\n",
       "Ecuador                                                     1\n",
       "Ethopia                                                     1\n",
       "Lebanon                                                     1\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['Country'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "626ce695",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "index",
         "rawType": "int64",
         "type": "integer"
        },
        {
         "name": "Country",
         "rawType": "object",
         "type": "string"
        },
        {
         "name": "Location",
         "rawType": "object",
         "type": "string"
        },
        {
         "name": "Income_Group",
         "rawType": "object",
         "type": "string"
        }
       ],
       "ref": "ed15c78c-6f32-4b5a-898a-4f6d4c2acdfa",
       "rows": [
        [
         "0",
         "Africa - Southern, East, West, Central and North Africa",
         "South Africa",
         "Upper-middle"
        ],
        [
         "1",
         "Kenya",
         "Kenya",
         "Lower-middle"
        ],
        [
         "2",
         "united states",
         "United States",
         "High"
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        [
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         "Nigeria",
         "Nigeria",
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         "Nigeria ",
         "Nigeria",
         "Lower-middle"
        ],
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         "South Africa",
         "South Africa",
         "Upper-middle"
        ],
        [
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         "United Kingdom ",
         "United Kingdom",
         "High"
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        [
         "7",
         "UGANDA",
         "Uganda",
         "Low"
        ],
        [
         "8",
         "United States ",
         "United States",
         "High"
        ],
        [
         "9",
         "Uganda ",
         "Uganda",
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        ],
        [
         "10",
         "Uganda",
         "Uganda",
         "Low"
        ],
        [
         "13",
         "Ethiopia",
         "Ethiopia",
         "Low"
        ],
        [
         "18",
         "Morocco ",
         "Morocco",
         "Lower-middle"
        ],
        [
         "21",
         "Palestine",
         "Palestine",
         "Lower-middle"
        ],
        [
         "22",
         "Jamaica",
         "Jamaica",
         "Lower-middle"
        ],
        [
         "23",
         "Guyana",
         "Guyana",
         "Lower-middle"
        ],
        [
         "24",
         "Burkina Faso ",
         "Burkina Faso",
         "Low"
        ],
        [
         "25",
         "Dominican Republic",
         "Dominican Republic",
         "Upper-middle"
        ],
        [
         "26",
         "Republic of Korea ",
         "South Korea",
         "Upper-middle"
        ],
        [
         "27",
         "kuwait",
         "Kuwait",
         "Upper-middle"
        ],
        [
         "28",
         "Indoneisa",
         "Indonesia",
         "Lower-middle"
        ],
        [
         "29",
         "KENYA ",
         "Kenya",
         "Lower-middle"
        ],
        [
         "30",
         "Ghana",
         "Ghana",
         "Lower-middle"
        ],
        [
         "32",
         "Pakistan",
         "Pakistan",
         "Lower-middle"
        ],
        [
         "33",
         "Costa Rica",
         "Costa Rica",
         "Upper-middle"
        ],
        [
         "34",
         "South Africa ",
         "South Africa",
         "Upper-middle"
        ],
        [
         "35",
         "TANZANIA",
         "Tanzania",
         "Low"
        ],
        [
         "36",
         "Zuid Afrika",
         "South Africa",
         "Upper-middle"
        ],
        [
         "37",
         "Congo",
         "Congo",
         "Low"
        ],
        [
         "38",
         "Burkina Faso",
         "Burkina Faso",
         "Low"
        ],
        [
         "45",
         "Togo",
         "Togo",
         "Low"
        ],
        [
         "51",
         "USA",
         "United States",
         "High"
        ],
        [
         "54",
         "THE NETHERLANDS",
         "Netherlands",
         "High"
        ],
        [
         "57",
         "argentina",
         "Argentina",
         "Upper-middle"
        ],
        [
         "64",
         "Colombia",
         "Colombia",
         "Upper-middle"
        ],
        [
         "65",
         "Bolivia",
         "Bolivia",
         "Lower-middle"
        ],
        [
         "66",
         "Ecuador",
         "Ecuador",
         "Lower-middle"
        ],
        [
         "76",
         "Senegal ",
         "Senegal",
         "Low"
        ],
        [
         "85",
         "Ethopia",
         "Ethiopia",
         "Low"
        ],
        [
         "86",
         "Bangladesh",
         "Bangladesh",
         "Lower-middle"
        ],
        [
         "87",
         "Brazil",
         "Brazil",
         "Upper-middle"
        ],
        [
         "90",
         "Lebanon",
         "Lebanon",
         "Lower-middle"
        ]
       ],
       "shape": {
        "columns": 3,
        "rows": 42
       }
      },
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Country</th>\n",
       "      <th>Location</th>\n",
       "      <th>Income_Group</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Africa - Southern, East, West, Central and Nor...</td>\n",
       "      <td>South Africa</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Kenya</td>\n",
       "      <td>Kenya</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>united states</td>\n",
       "      <td>United States</td>\n",
       "      <td>High</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Nigeria</td>\n",
       "      <td>Nigeria</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Nigeria</td>\n",
       "      <td>Nigeria</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>South Africa</td>\n",
       "      <td>South Africa</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>United Kingdom</td>\n",
       "      <td>United Kingdom</td>\n",
       "      <td>High</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>UGANDA</td>\n",
       "      <td>Uganda</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>United States</td>\n",
       "      <td>United States</td>\n",
       "      <td>High</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>Uganda</td>\n",
       "      <td>Uganda</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>Uganda</td>\n",
       "      <td>Uganda</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>Ethiopia</td>\n",
       "      <td>Ethiopia</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>Morocco</td>\n",
       "      <td>Morocco</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>Palestine</td>\n",
       "      <td>Palestine</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>Jamaica</td>\n",
       "      <td>Jamaica</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>Guyana</td>\n",
       "      <td>Guyana</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>Burkina Faso</td>\n",
       "      <td>Burkina Faso</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>Dominican Republic</td>\n",
       "      <td>Dominican Republic</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>Republic of Korea</td>\n",
       "      <td>South Korea</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>kuwait</td>\n",
       "      <td>Kuwait</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>Indoneisa</td>\n",
       "      <td>Indonesia</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>KENYA</td>\n",
       "      <td>Kenya</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>Ghana</td>\n",
       "      <td>Ghana</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>Pakistan</td>\n",
       "      <td>Pakistan</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>Costa Rica</td>\n",
       "      <td>Costa Rica</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>South Africa</td>\n",
       "      <td>South Africa</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>TANZANIA</td>\n",
       "      <td>Tanzania</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>Zuid Afrika</td>\n",
       "      <td>South Africa</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>Congo</td>\n",
       "      <td>Congo</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>Burkina Faso</td>\n",
       "      <td>Burkina Faso</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>Togo</td>\n",
       "      <td>Togo</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>51</th>\n",
       "      <td>USA</td>\n",
       "      <td>United States</td>\n",
       "      <td>High</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>54</th>\n",
       "      <td>THE NETHERLANDS</td>\n",
       "      <td>Netherlands</td>\n",
       "      <td>High</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>argentina</td>\n",
       "      <td>Argentina</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>64</th>\n",
       "      <td>Colombia</td>\n",
       "      <td>Colombia</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>Bolivia</td>\n",
       "      <td>Bolivia</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>66</th>\n",
       "      <td>Ecuador</td>\n",
       "      <td>Ecuador</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>76</th>\n",
       "      <td>Senegal</td>\n",
       "      <td>Senegal</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>85</th>\n",
       "      <td>Ethopia</td>\n",
       "      <td>Ethiopia</td>\n",
       "      <td>Low</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>86</th>\n",
       "      <td>Bangladesh</td>\n",
       "      <td>Bangladesh</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>87</th>\n",
       "      <td>Brazil</td>\n",
       "      <td>Brazil</td>\n",
       "      <td>Upper-middle</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90</th>\n",
       "      <td>Lebanon</td>\n",
       "      <td>Lebanon</td>\n",
       "      <td>Lower-middle</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                              Country            Location  \\\n",
       "0   Africa - Southern, East, West, Central and Nor...        South Africa   \n",
       "1                                               Kenya               Kenya   \n",
       "2                                       united states       United States   \n",
       "3                                             Nigeria             Nigeria   \n",
       "4                                            Nigeria              Nigeria   \n",
       "5                                        South Africa        South Africa   \n",
       "6                                     United Kingdom       United Kingdom   \n",
       "7                                              UGANDA              Uganda   \n",
       "8                                      United States        United States   \n",
       "9                                             Uganda               Uganda   \n",
       "10                                             Uganda              Uganda   \n",
       "13                                           Ethiopia            Ethiopia   \n",
       "18                                           Morocco              Morocco   \n",
       "21                                          Palestine           Palestine   \n",
       "22                                            Jamaica             Jamaica   \n",
       "23                                             Guyana              Guyana   \n",
       "24                                      Burkina Faso         Burkina Faso   \n",
       "25                                 Dominican Republic  Dominican Republic   \n",
       "26                                 Republic of Korea          South Korea   \n",
       "27                                             kuwait              Kuwait   \n",
       "28                                          Indoneisa           Indonesia   \n",
       "29                                             KENYA                Kenya   \n",
       "30                                              Ghana               Ghana   \n",
       "32                                           Pakistan            Pakistan   \n",
       "33                                         Costa Rica          Costa Rica   \n",
       "34                                      South Africa         South Africa   \n",
       "35                                           TANZANIA            Tanzania   \n",
       "36                                        Zuid Afrika        South Africa   \n",
       "37                                              Congo               Congo   \n",
       "38                                       Burkina Faso        Burkina Faso   \n",
       "45                                               Togo                Togo   \n",
       "51                                                USA       United States   \n",
       "54                                    THE NETHERLANDS         Netherlands   \n",
       "57                                          argentina           Argentina   \n",
       "64                                           Colombia            Colombia   \n",
       "65                                            Bolivia             Bolivia   \n",
       "66                                            Ecuador             Ecuador   \n",
       "76                                           Senegal              Senegal   \n",
       "85                                            Ethopia            Ethiopia   \n",
       "86                                         Bangladesh          Bangladesh   \n",
       "87                                             Brazil              Brazil   \n",
       "90                                            Lebanon             Lebanon   \n",
       "\n",
       "    Income_Group  \n",
       "0   Upper-middle  \n",
       "1   Lower-middle  \n",
       "2           High  \n",
       "3   Lower-middle  \n",
       "4   Lower-middle  \n",
       "5   Upper-middle  \n",
       "6           High  \n",
       "7            Low  \n",
       "8           High  \n",
       "9            Low  \n",
       "10           Low  \n",
       "13           Low  \n",
       "18  Lower-middle  \n",
       "21  Lower-middle  \n",
       "22  Lower-middle  \n",
       "23  Lower-middle  \n",
       "24           Low  \n",
       "25  Upper-middle  \n",
       "26  Upper-middle  \n",
       "27  Upper-middle  \n",
       "28  Lower-middle  \n",
       "29  Lower-middle  \n",
       "30  Lower-middle  \n",
       "32  Lower-middle  \n",
       "33  Upper-middle  \n",
       "34  Upper-middle  \n",
       "35           Low  \n",
       "36  Upper-middle  \n",
       "37           Low  \n",
       "38           Low  \n",
       "45           Low  \n",
       "51          High  \n",
       "54          High  \n",
       "57  Upper-middle  \n",
       "64  Upper-middle  \n",
       "65  Lower-middle  \n",
       "66  Lower-middle  \n",
       "76           Low  \n",
       "85           Low  \n",
       "86  Lower-middle  \n",
       "87  Upper-middle  \n",
       "90  Lower-middle  "
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Clean and standardize country names\n",
    "df[\"Location\"] = df[\"Country\"].str.strip().str.title()\n",
    "\n",
    "# Manual corrections for typos / alternate names\n",
    "country_corrections = {\n",
    "    \"Uganda\": \"Uganda\",\n",
    "    \"UGANDA\": \"Uganda\",\n",
    "    \"Kenya\": \"Kenya\",\n",
    "    \"KENYA\": \"Kenya\",\n",
    "    \"Zuid Afrika\": \"South Africa\",\n",
    "    \"South Africa\": \"South Africa\",\n",
    "    \"United States\": \"United States\",\n",
    "    \"USA\": \"United States\",\n",
    "    \"Usa\": \"United States\",\n",
    "    \"united states\": \"United States\",\n",
    "    \"United Kingdom\": \"United Kingdom\",\n",
    "    \"Indoneisa\": \"Indonesia\",\n",
    "    \"Ethopia\": \"Ethiopia\",\n",
    "    \"Republic Of Korea\": \"South Korea\",\n",
    "    \"Kuwait\": \"Kuwait\",\n",
    "    \"Africa - Southern, East, West, Central And North Africa\": \"South Africa\",\n",
    "    \"Argentina\": \"Argentina\",\n",
    "    \"The Netherlands\": \"Netherlands\"\n",
    "}\n",
    "df[\"Location\"] = df[\"Location\"].replace(country_corrections)\n",
    "\n",
    "# Mapping countries to income groups (World Bank classification 2025)\n",
    "income_map = {\n",
    "    # Low income\n",
    "    \"Uganda\": \"Low\",\n",
    "    \"Ethiopia\": \"Low\",\n",
    "    \"Burkina Faso\": \"Low\",\n",
    "    \"Togo\": \"Low\",\n",
    "    \"Congo\": \"Low\",\n",
    "    \"Senegal\": \"Low\",\n",
    "    \"Tanzania\": \"Low\",\n",
    "    \n",
    "    # Lower-middle income\n",
    "    \"Nigeria\": \"Lower-middle\",\n",
    "    \"Kenya\": \"Lower-middle\",\n",
    "    \"Ghana\": \"Lower-middle\",\n",
    "    \"Bangladesh\": \"Lower-middle\",\n",
    "    \"Pakistan\": \"Lower-middle\",\n",
    "    \"Morocco\": \"Lower-middle\",\n",
    "    \"Palestine\": \"Lower-middle\",\n",
    "    \"Jamaica\": \"Lower-middle\",\n",
    "    \"Guyana\": \"Lower-middle\",\n",
    "    \"Bolivia\": \"Lower-middle\",\n",
    "    \"Ecuador\": \"Lower-middle\",\n",
    "    \"Indonesia\": \"Lower-middle\",\n",
    "    \"South, Central, or North\": \"Lower-middle\",\n",
    "    \"Lebanon\": \"Lower-middle\",\n",
    "    \n",
    "    # Upper-middle income\n",
    "    \"South Africa\": \"Upper-middle\",\n",
    "    \"Dominican Republic\": \"Upper-middle\",\n",
    "    \"Brazil\": \"Upper-middle\",\n",
    "    \"Costa Rica\": \"Upper-middle\",\n",
    "    \"Argentina\": \"Upper-middle\",\n",
    "    \"Colombia\": \"Upper-middle\",\n",
    "    \"Kuwait\": \"Upper-middle\",\n",
    "    \"South Korea\": \"Upper-middle\",\n",
    "    \n",
    "    # High income (optional — if you want to include it)\n",
    "    \"United Kingdom\": \"High\",\n",
    "    \"United States\": \"High\",\n",
    "    \"Netherlands\": \"High\"\n",
    "}\n",
    "\n",
    "# Assign income group\n",
    "df[\"Income_Group\"] = df[\"Location\"].map(income_map)\n",
    "\n",
    "# Preview\n",
    "df[[\"Country\", \"Location\", \"Income_Group\"]].drop_duplicates()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "00cd19af",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "Income_Group",
         "rawType": "object",
         "type": "string"
        },
        {
         "name": "count",
         "rawType": "int64",
         "type": "integer"
        }
       ],
       "ref": "cd93bdaf-8984-4871-85fe-4255d5ba04a3",
       "rows": [
        [
         "Lower-middle",
         "33"
        ],
        [
         "Low",
         "30"
        ],
        [
         "Upper-middle",
         "23"
        ]
       ],
       "shape": {
        "columns": 1,
        "rows": 3
       }
      },
      "text/plain": [
       "Income_Group\n",
       "Lower-middle    33\n",
       "Low             30\n",
       "Upper-middle    23\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = df.loc[df['Income_Group'] != 'High']\n",
    "df['Income_Group'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "2fc48993",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x1000 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "# Remove rows without an income group\n",
    "plot_df = df.dropna(subset=[\"Income_Group\", \"Location\"])\n",
    "\n",
    "# Set desired order of income groups\n",
    "income_order = [\"Low\", \"Lower-middle\", \"Upper-middle\", \"High\"]\n",
    "\n",
    "palette = sns.color_palette(\"Set2\")\n",
    "\n",
    "# Create 2x2 subplot\n",
    "fig, axes = plt.subplots(2, 2, figsize=(14, 10))\n",
    "axes = axes.flatten()\n",
    "\n",
    "# Loop over ordered income groups\n",
    "for i, group in enumerate(income_order):\n",
    "    if group in plot_df[\"Income_Group\"].unique():\n",
    "        ax = axes[i]\n",
    "        subset = plot_df[plot_df[\"Income_Group\"] == group]\n",
    "        order = subset[\"Location\"].value_counts().index\n",
    "\n",
    "        # Plot\n",
    "        sns.countplot(\n",
    "            data=subset,\n",
    "            x=\"Location\",\n",
    "            order=order,\n",
    "            palette=palette,\n",
    "            ax=ax\n",
    "        )\n",
    "\n",
    "        # Add counts above bars\n",
    "        for p in ax.patches:\n",
    "            count = int(p.get_height()) if not pd.isna(p.get_height()) else 0\n",
    "            ax.annotate(\n",
    "                str(count),  # convert to string so no formatting issue\n",
    "                (p.get_x() + p.get_width() / 2., p.get_height()),\n",
    "                ha='center', va='bottom',\n",
    "                fontsize=10, color='black',\n",
    "                xytext=(0, 3),  # small vertical offset\n",
    "                textcoords='offset points'\n",
    "            )\n",
    "\n",
    "        ax.set_title(f\"{group} Income\", fontsize=14)\n",
    "        ax.set_xlabel(\"Country\")\n",
    "        ax.set_ylabel(\"Count\")\n",
    "        ax.tick_params(axis=\"x\", rotation=45)\n",
    "    else:\n",
    "        fig.delaxes(axes[i])  # remove unused subplot\n",
    "\n",
    "# fig.suptitle(\"Country Counts by Income Group\", fontsize=16)\n",
    "plt.tight_layout(rect=[0, 0, 1, 0.96])\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "862a8c35",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 940x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "# ----------------------------\n",
    "# Optional: rename labels so they match image 1 exactly\n",
    "# ----------------------------\n",
    "plot_df = df.copy()\n",
    "\n",
    "role_label_map = {\n",
    "    \"Research/Program Management\": \"Research/Program Mgmt\",\n",
    "    \"Both NGO exec manager and consultant\": \"NGO Exec & Consultant\",\n",
    "    \"Technical Product Manager\": \"Technical Product Mgr\"\n",
    "}\n",
    "\n",
    "sector_label_map = {\n",
    "    \"Agriculture & Climate Adaptation, Healthcare\": \"Agriculture & Healthcare\"\n",
    "}\n",
    "\n",
    "plot_df[\"Role_Compact\"] = plot_df[\"Role_Compact\"].replace(role_label_map)\n",
    "plot_df[\"Sector_Compact\"] = plot_df[\"Sector_Compact\"].replace(sector_label_map)\n",
    "\n",
    "# ----------------------------\n",
    "# Prepare percentage data\n",
    "# ----------------------------\n",
    "role_percent_df = (\n",
    "    plot_df[\"Role_Compact\"]\n",
    "    .value_counts(normalize=True)\n",
    "    .mul(100)\n",
    "    .reset_index()\n",
    ")\n",
    "role_percent_df.columns = [\"Role_Compact\", \"Percentage\"]\n",
    "role_percent_df = role_percent_df.sort_values(\"Percentage\", ascending=False)\n",
    "\n",
    "sector_percent_df = (\n",
    "    plot_df[\"Sector_Compact\"]\n",
    "    .value_counts(normalize=True)\n",
    "    .mul(100)\n",
    "    .reset_index()\n",
    ")\n",
    "sector_percent_df.columns = [\"Sector_Compact\", \"Percentage\"]\n",
    "sector_percent_df = sector_percent_df.sort_values(\"Percentage\", ascending=False)\n",
    "\n",
    "# ----------------------------\n",
    "# Styling to match image 1\n",
    "# ----------------------------\n",
    "sns.set_style(\"white\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 2, figsize=(9.4, 6), dpi=100)\n",
    "fig.patch.set_facecolor(\"white\")\n",
    "\n",
    "for ax in axes:\n",
    "    ax.set_facecolor(\"white\")\n",
    "    ax.grid(False)\n",
    "    ax.spines[\"top\"].set_visible(False)\n",
    "    ax.spines[\"right\"].set_visible(False)\n",
    "    ax.spines[\"left\"].set_color(\"#666666\")\n",
    "    ax.spines[\"bottom\"].set_color(\"#666666\")\n",
    "    ax.tick_params(axis=\"x\", labelsize=8, pad=1)\n",
    "    ax.tick_params(axis=\"y\", which='major', left=True, length=4,  labelsize=8, pad=2)\n",
    "\n",
    "# Custom palettes like image 1\n",
    "role_colors = sns.color_palette(\"Blues\", n_colors=len(role_percent_df))[::-1]\n",
    "sector_colors = sns.color_palette(\"YlOrRd\", n_colors=len(sector_percent_df))[::-1]\n",
    "\n",
    "# ----------------------------\n",
    "# Role plot\n",
    "# ----------------------------\n",
    "sns.barplot(\n",
    "    data=role_percent_df,\n",
    "    y=\"Role_Compact\",\n",
    "    x=\"Percentage\",\n",
    "    palette=role_colors,\n",
    "    ax=axes[0]\n",
    ")\n",
    "\n",
    "axes[0].set_title(\"Role Distribution (%)\", fontsize=12, fontweight=\"bold\", pad=6)\n",
    "axes[0].set_xlabel(\"Percentage (%)\", fontsize=10)\n",
    "axes[0].set_ylabel(\"\")\n",
    "axes[0].set_xlim(0, 31)\n",
    "axes[0].set_xticks(np.arange(0, 31, 5))\n",
    "\n",
    "for p in axes[0].patches:\n",
    "    width = p.get_width()\n",
    "    y = p.get_y() + p.get_height() / 2\n",
    "    axes[0].text(width + 0.2, y, f\"{width:.1f}%\", va=\"center\", ha=\"left\", fontsize=8)\n",
    "\n",
    "# ----------------------------\n",
    "# Sector plot\n",
    "# ----------------------------\n",
    "sns.barplot(\n",
    "    data=sector_percent_df,\n",
    "    y=\"Sector_Compact\",\n",
    "    x=\"Percentage\",\n",
    "    palette=sector_colors,\n",
    "    ax=axes[1]\n",
    ")\n",
    "\n",
    "axes[1].set_title(\"Sector Distribution (%)\", fontsize=12, fontweight=\"bold\", pad=6)\n",
    "axes[1].set_xlabel(\"Percentage (%)\", fontsize=10)\n",
    "axes[1].set_ylabel(\"\")\n",
    "axes[1].set_xlim(0, 27)\n",
    "axes[1].set_xticks(np.arange(0, 26, 5))\n",
    "\n",
    "for p in axes[1].patches:\n",
    "    width = p.get_width()\n",
    "    y = p.get_y() + p.get_height() / 2\n",
    "    axes[1].text(width + 0.2, y, f\"{width:.1f}%\", va=\"center\", ha=\"left\", fontsize=8)\n",
    "\n",
    "plt.subplots_adjust(wspace=0.55, left=0.11, right=0.98, top=0.90, bottom=0.12)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "b7dd55f6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import PercentFormatter\n",
    "\n",
    "def plot_income_group_bars(df, cols, titles):\n",
    "    \"\"\"\n",
    "    Plot stacked percentage bar charts across Income_Group for the given columns.\n",
    "    \"\"\"\n",
    "\n",
    "    income_order = ['Low', 'Lower-middle', 'Upper-middle']\n",
    "\n",
    "    # Preferred category order for known variables\n",
    "    category_orders = {\n",
    "        'Electricity_Affordability': [\n",
    "            'Very Affordable', 'Affordable', 'Moderate', 'Expensive', 'Very Expensive'\n",
    "        ],\n",
    "        'Electricity_Reliability': [\n",
    "            'Very Poor', 'Poor', 'Fair', 'Good', 'Excellent'\n",
    "        ],\n",
    "        'Alt_Electricity_Cost': [\n",
    "            'Affordable', 'Expensive', 'Very Expensive'\n",
    "        ],\n",
    "        'Internet_Affordability': [\n",
    "            'Very Affordable', 'Affordable', 'Moderate', 'Expensive', 'Very Expensive'\n",
    "        ],\n",
    "        'Internet_Reliability': [\n",
    "            'Very Unreliable', 'Unreliable', 'Moderate', 'Reliable', 'Very Reliable'\n",
    "        ],\n",
    "        'Internet_Speed': [\n",
    "            'Very Slow', 'Slow', 'Fast', 'Very Fast'\n",
    "        ],\n",
    "        'Hardware_Accessibility': [\n",
    "            'Not Accessible', 'Limited', 'Moderate', 'Easy', 'Wide'\n",
    "        ],\n",
    "        'Hardware_Cost': [\n",
    "            'Very Affordable', 'Affordable', 'Moderate', 'Expensive', 'Very Expensive'\n",
    "        ],\n",
    "        'Data_Accessibility': [\n",
    "            'Not Accessible', 'Difficult', 'Partially Accessible', 'Accessible', 'Easily Accessible'\n",
    "        ],\n",
    "        'Data_Quality': [\n",
    "            'Very Poor', 'Low', 'Moderate', 'Good', 'High'\n",
    "        ]\n",
    "    }\n",
    "\n",
    "    # Preferred colours for known variables\n",
    "    category_colors = {\n",
    "        'Electricity_Affordability': {\n",
    "            'Very Affordable': '#1f77b4',\n",
    "            'Affordable': '#42b4e6',\n",
    "            'Moderate': '#bdbdbd',\n",
    "            'Expensive': '#f07c32',\n",
    "            'Very Expensive': '#d83b0d'\n",
    "        },\n",
    "        'Electricity_Reliability': {\n",
    "            'Very Poor': '#d83b0d',\n",
    "            'Poor': '#f07c32',\n",
    "            'Fair': '#d9c76f',\n",
    "            'Good': '#42b4e6',\n",
    "            'Excellent': '#1f77b4'\n",
    "        },\n",
    "        'Alt_Electricity_Cost': {\n",
    "            'Affordable': '#42b4e6',\n",
    "            'Expensive': '#f07c32',\n",
    "            'Very Expensive': '#d83b0d'\n",
    "        },\n",
    "        'Internet_Affordability': {\n",
    "            'Very Affordable': '#1f77b4',\n",
    "            'Affordable': '#42b4e6',\n",
    "            'Moderate': '#bdbdbd',\n",
    "            'Expensive': '#f07c32',\n",
    "            'Very Expensive': '#d83b0d'\n",
    "        },\n",
    "        'Internet_Reliability': {\n",
    "            'Very Unreliable': '#d83b0d',\n",
    "            'Unreliable': '#f07c32',\n",
    "            'Moderate': '#d9c76f',\n",
    "            'Reliable': '#42b4e6',\n",
    "            'Very Reliable': '#1f77b4'\n",
    "        },\n",
    "        'Internet_Speed': {\n",
    "            'Very Slow': '#d83b0d',\n",
    "            'Slow': '#f07c32',\n",
    "            'Fast': '#42b4e6',\n",
    "            'Very Fast': '#1f77b4'\n",
    "        },\n",
    "        'Hardware_Accessibility': {\n",
    "            'Not Accessible': '#d83b0d',\n",
    "            'Limited': '#f07c32',\n",
    "            'Moderate': '#d9c76f',\n",
    "            'Easy': '#42b4e6',\n",
    "            'Wide': '#1f77b4'\n",
    "        },\n",
    "        'Hardware_Cost': {\n",
    "            'Very Affordable': '#1f77b4',\n",
    "            'Affordable': '#42b4e6',\n",
    "            'Moderate': '#bdbdbd',\n",
    "            'Expensive': '#f07c32',\n",
    "            'Very Expensive': '#d83b0d'\n",
    "        },\n",
    "        'Data_Accessibility': {\n",
    "            'Not Accessible': '#d83b0d',\n",
    "            'Difficult': '#f07c32',\n",
    "            'Partially Accessible': '#d9c76f',\n",
    "            'Accessible': '#42b4e6',\n",
    "            'Easily Accessible': '#1f77b4'\n",
    "        },\n",
    "        'Data_Quality': {\n",
    "            'Very Poor': '#d83b0d',\n",
    "            'Low': '#f07c32',\n",
    "            'Moderate': '#d9c76f',\n",
    "            'Good': '#42b4e6',\n",
    "            'High': '#1f77b4'\n",
    "        }\n",
    "    }\n",
    "\n",
    "    n_plots = len(cols)\n",
    "    fig, axes = plt.subplots(1, n_plots, figsize=(10.5, 4.5), dpi=100)\n",
    "\n",
    "    if n_plots == 1:\n",
    "        axes = [axes]\n",
    "\n",
    "    fig.patch.set_facecolor('white')\n",
    "\n",
    "    for ax, col, title in zip(axes, cols, titles):\n",
    "        temp_df = (\n",
    "            df.groupby(['Income_Group', col], observed=False)\n",
    "              .size()\n",
    "              .groupby(level=0)\n",
    "              .apply(lambda x: 100 * x / x.sum())\n",
    "              .unstack(fill_value=0)\n",
    "        )\n",
    "\n",
    "        temp_df.index = [x[0] if isinstance(x, tuple) else x for x in temp_df.index]\n",
    "        temp_df = temp_df.reindex(income_order)\n",
    "\n",
    "        if col in category_orders:\n",
    "            ordered_cols = [c for c in category_orders[col] if c in temp_df.columns]\n",
    "            remaining_cols = [c for c in temp_df.columns if c not in ordered_cols]\n",
    "            ordered_cols += remaining_cols\n",
    "        else:\n",
    "            ordered_cols = list(temp_df.columns)\n",
    "\n",
    "        temp_df = temp_df[ordered_cols]\n",
    "\n",
    "        if col in category_colors:\n",
    "            colors = [category_colors[col].get(c, '#cccccc') for c in ordered_cols]\n",
    "        else:\n",
    "            cmap = plt.cm.get_cmap('Set3', len(ordered_cols))\n",
    "            colors = [cmap(i) for i in range(len(ordered_cols))]\n",
    "\n",
    "        temp_df.plot(\n",
    "            kind='bar',\n",
    "            stacked=True,\n",
    "            ax=ax,\n",
    "            color=colors,\n",
    "            width=0.56,\n",
    "            edgecolor='white',\n",
    "            linewidth=0.4,\n",
    "            legend=False\n",
    "        )\n",
    "\n",
    "        ax.set_title(title, fontsize=15, fontweight='bold', pad=10)\n",
    "        ax.set_xlabel(\"Income Group\", fontsize=10)\n",
    "        ax.set_ylabel(\"Percentage (%)\", fontsize=10)\n",
    "\n",
    "        ax.set_ylim(0, 105)\n",
    "        ax.set_yticks([0, 20, 40, 60, 80, 100])\n",
    "        ax.yaxis.set_major_formatter(PercentFormatter(xmax=100, decimals=0))\n",
    "        ax.tick_params(axis='x', labelsize=9, rotation=0, which='major', bottom=True, length=4, color=\"#666666\")\n",
    "        ax.tick_params(axis='y', labelsize=10)\n",
    "\n",
    "        ax.set_facecolor('white')\n",
    "        ax.grid(False)\n",
    "        ax.spines['top'].set_visible(False)\n",
    "        ax.spines['right'].set_visible(False)\n",
    "        ax.spines['left'].set_color('#333333')\n",
    "        ax.spines['bottom'].set_color('#333333')\n",
    "        ax.spines['left'].set_linewidth(1.0)\n",
    "        ax.spines['bottom'].set_linewidth(1.0)\n",
    "\n",
    "        for container in ax.containers:\n",
    "            labels = []\n",
    "            for bar in container:\n",
    "                h = bar.get_height()\n",
    "                labels.append(f\"{h:.1f}%\" if h >= 4 else \"\")\n",
    "            ax.bar_label(\n",
    "                container,\n",
    "                labels=labels,\n",
    "                label_type='center',\n",
    "                fontsize=9,\n",
    "                color='#333333'\n",
    "            )\n",
    "\n",
    "        ax.legend(\n",
    "            ordered_cols,\n",
    "            loc='upper center',\n",
    "            bbox_to_anchor=(0.5, -0.12),\n",
    "            ncol=min(3, len(ordered_cols)),\n",
    "            fontsize=8,\n",
    "            frameon=True,\n",
    "            title=None,\n",
    "            handlelength=1.5\n",
    "        )\n",
    "\n",
    "    plt.subplots_adjust(left=0.06, right=0.99, top=0.88, bottom=0.22, wspace=0.22)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "a0b45a31",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1050x450 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cols_to_plot = [\n",
    "    'Electricity_Affordability',\n",
    "    'Electricity_Reliability',\n",
    "    'Alt_Electricity_Cost'\n",
    "]\n",
    "titles_to_plot = [\n",
    "    'Electricity Affordability',\n",
    "    'Electricity Reliability',\n",
    "    'Alternative Electricity Cost'\n",
    "]\n",
    "\n",
    "plot_income_group_bars(df, cols_to_plot, titles_to_plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "04bea75d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1050x450 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cols_to_plot = [\n",
    "    'Internet_Affordability',\n",
    "    'Internet_Reliability',\n",
    "    'Internet_Speed'\n",
    "]\n",
    "\n",
    "titles_to_plot = [\n",
    "    'Internet Affordability',\n",
    "    'Internet Reliability',\n",
    "    'Internet Speed'\n",
    "]\n",
    "\n",
    "plot_income_group_bars(df, cols_to_plot, titles_to_plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "5b8f87f8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1050x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cols_to_plot = [\n",
    "    'Hardware_Accessibility',\n",
    "    'Hardware_Cost'\n",
    "]\n",
    "\n",
    "titles_to_plot = [\n",
    "    'Hardware Accessibility',\n",
    "    'Hardware Cost'\n",
    "]\n",
    "\n",
    "plot_income_group_bars(df, cols_to_plot, titles_to_plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e6496b86",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1050x450 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cols_to_plot = [\n",
    "    'Data_Accessibility',\n",
    "    'Data_Quality'\n",
    "]\n",
    "\n",
    "titles_to_plot = [\n",
    "    'Data Accessibility',\n",
    "    'Data Quality'\n",
    "]\n",
    "\n",
    "plot_income_group_bars(df, cols_to_plot, titles_to_plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "8a893bf2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 960x760 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import PercentFormatter\n",
    "\n",
    "def plot_cloud_access(df, cols, titles):\n",
    "    \"\"\"\n",
    "    Plot 2x2 stacked percentage bar charts for cloud access variables across income groups.\n",
    "    Styled to match the target figure.\n",
    "    \"\"\"\n",
    "\n",
    "    income_order = ['Low', 'Lower-middle', 'Upper-middle']\n",
    "\n",
    "    # Exact category order wanted in the stacked bars and legends\n",
    "    category_order = [\n",
    "        'Primarily Source',\n",
    "        'Often Used',\n",
    "        'Sometimes Used',\n",
    "        'Rarely Used',\n",
    "        'Not Used'\n",
    "    ]\n",
    "\n",
    "    # Colours matched to the target figure\n",
    "    category_colors = {\n",
    "        'Primarily Source': '#157bb8',   # dark blue\n",
    "        'Often Used': '#40addb',         # light blue\n",
    "        'Sometimes Used': '#d8c974',     # mustard\n",
    "        'Rarely Used': '#ef7b31',        # orange\n",
    "        'Not Used': '#d93a10'            # red\n",
    "    }\n",
    "\n",
    "    fig, axes = plt.subplots(2, 2, figsize=(9.6, 7.6), dpi=100)\n",
    "    axes = axes.flatten()\n",
    "    fig.patch.set_facecolor('white')\n",
    "\n",
    "    for ax, col, title in zip(axes, cols, titles):\n",
    "        # Build percentage table\n",
    "        temp_df = (\n",
    "            df.groupby(['Income_Group', col], observed=False)\n",
    "              .size()\n",
    "              .groupby(level=0)\n",
    "              .apply(lambda x: 100 * x / x.sum())\n",
    "              .unstack(fill_value=0)\n",
    "        )\n",
    "\n",
    "        # Clean tuple index if needed\n",
    "        temp_df.index = [x[0] if isinstance(x, tuple) else x for x in temp_df.index]\n",
    "\n",
    "        # Reorder rows and columns\n",
    "        temp_df = temp_df.reindex(income_order)\n",
    "        ordered_cols = [c for c in category_order if c in temp_df.columns]\n",
    "        remaining_cols = [c for c in temp_df.columns if c not in ordered_cols]\n",
    "        ordered_cols += remaining_cols\n",
    "        temp_df = temp_df[ordered_cols]\n",
    "\n",
    "        colors = [category_colors.get(c, '#cccccc') for c in ordered_cols]\n",
    "\n",
    "        # Plot\n",
    "        temp_df.plot(\n",
    "            kind='bar',\n",
    "            stacked=True,\n",
    "            ax=ax,\n",
    "            color=colors,\n",
    "            width=0.56,\n",
    "            edgecolor='white',\n",
    "            linewidth=0.4,\n",
    "            legend=False\n",
    "        )\n",
    "\n",
    "        # Titles and labels\n",
    "        ax.set_title(title, fontsize=12, fontweight='bold', pad=8)\n",
    "        ax.set_xlabel(\"Income Group\", fontsize=9)\n",
    "        ax.set_ylabel(\"Percentage (%)\", fontsize=9)\n",
    "\n",
    "        # Axis formatting\n",
    "        ax.set_ylim(0, 105)\n",
    "        ax.set_yticks([0, 20, 40, 60, 80, 100])\n",
    "        ax.yaxis.set_major_formatter(PercentFormatter(xmax=100, decimals=0))\n",
    "        ax.tick_params(axis='x', labelsize=8, rotation=0 , which='major', bottom=True, length=4, color=\"#666666\")\n",
    "        ax.tick_params(axis='y', labelsize=8)\n",
    "\n",
    "        # Background and spines\n",
    "        ax.set_facecolor('white')\n",
    "        ax.grid(False)\n",
    "        ax.spines['top'].set_visible(False)\n",
    "        ax.spines['right'].set_visible(False)\n",
    "        ax.spines['left'].set_color('#333333')\n",
    "        ax.spines['bottom'].set_color('#333333')\n",
    "        ax.spines['left'].set_linewidth(1.0)\n",
    "        ax.spines['bottom'].set_linewidth(1.0)\n",
    "\n",
    "        # Add percentage labels\n",
    "        for container in ax.containers:\n",
    "            labels = []\n",
    "            for bar in container:\n",
    "                h = bar.get_height()\n",
    "                labels.append(f\"{h:.1f}%\" if h >= 4 else \"\")\n",
    "            ax.bar_label(\n",
    "                container,\n",
    "                labels=labels,\n",
    "                label_type='center',\n",
    "                fontsize=7,\n",
    "                color='#333333'\n",
    "            )\n",
    "\n",
    "        # Legend below each subplot\n",
    "        ax.legend(\n",
    "            ordered_cols,\n",
    "            loc='upper center',\n",
    "            bbox_to_anchor=(0.5, -0.12),\n",
    "            ncol=3,\n",
    "            fontsize=7,\n",
    "            frameon=True,\n",
    "            title=None,\n",
    "            handlelength=1.6\n",
    "        )\n",
    "\n",
    "    # Hide unused axes if any\n",
    "    for j in range(len(cols), len(axes)):\n",
    "        axes[j].axis('off')\n",
    "\n",
    "    plt.subplots_adjust(left=0.07, right=0.99, top=0.90, bottom=0.10, hspace=0.42, wspace=0.18)\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "cols_to_plot = [\n",
    "    'Access_Global_Cloud',\n",
    "    'Access_Local_Cloud',\n",
    "    'Access_Mixed_Cloud',\n",
    "    'Access_OnPrem'\n",
    "]\n",
    "\n",
    "titles_to_plot = [\n",
    "    'Global Cloud Access',\n",
    "    'Local Cloud Access',\n",
    "    'Mixed Cloud Access',\n",
    "    'On-Premises Access'\n",
    "]\n",
    "\n",
    "plot_cloud_access(df, cols_to_plot, titles_to_plot)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "5b064b5b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.microsoft.datawrangler.viewer.v0+json": {
       "columns": [
        {
         "name": "Cloud_Cost",
         "rawType": "object",
         "type": "string"
        },
        {
         "name": "count",
         "rawType": "int64",
         "type": "integer"
        }
       ],
       "ref": "bdf3f228-d397-47bb-babd-56ab410a5076",
       "rows": [
        [
         "Expensive",
         "50"
        ],
        [
         "Very Expensive",
         "15"
        ],
        [
         "Moderate",
         "14"
        ],
        [
         "Affordable",
         "6"
        ],
        [
         "Very Affordable",
         "1"
        ]
       ],
       "shape": {
        "columns": 1,
        "rows": 5
       }
      },
      "text/plain": [
       "Cloud_Cost\n",
       "Expensive          50\n",
       "Very Expensive     15\n",
       "Moderate           14\n",
       "Affordable          6\n",
       "Very Affordable     1\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['Cloud_Cost'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "72bc6017",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['Timestamp', 'Country', 'Role', 'Sector', 'Internet_Speed',\n",
       "       'Internet_Affordability', 'Internet_Reliability',\n",
       "       'Electricity_Reliability', 'Electricity_Affordability',\n",
       "       'Alt_Electricity_Use', 'Alt_Electricity_Cost', 'Hardware_Accessibility',\n",
       "       'Hardware_Cost', 'Access_Global_Cloud', 'Access_Local_Cloud',\n",
       "       'Access_Mixed_Cloud', 'Access_OnPrem', 'Cloud_Cost',\n",
       "       'Data_Accessibility', 'Data_Challenges', 'Data_Quality',\n",
       "       'AI_Innovation', 'AI_Interventions_Exist', 'AI_Investment_Sources',\n",
       "       'AI_Investment_Forms', 'AI_Influential_Actor', 'Funding_Accessibility',\n",
       "       'AI_Policy_Exists', 'AI_Policy_Effectiveness', 'Data_Challenges_Cat',\n",
       "       'AI_Investment_Sources_Cat', 'AI_Investment_Forms_Cat', 'Role_Compact',\n",
       "       'Sector_Compact', 'Location', 'Income_Group'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "941220d5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 940x450 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import PercentFormatter\n",
    "\n",
    "def plot_cloud_cost_horizontal(df):\n",
    "    income_order = ['Low', 'Lower-middle', 'Upper-middle']\n",
    "    cost_order = ['Very Affordable', 'Affordable', 'Moderate', 'Expensive', 'Very Expensive']\n",
    "\n",
    "    # Colours to match the target figure\n",
    "    cost_colors = {\n",
    "        'Very Affordable': '#157bb8',   # dark blue\n",
    "        'Affordable': '#40addb',        # light blue\n",
    "        'Moderate': '#bdbdbd',          # grey\n",
    "        'Expensive': '#ef7b31',         # orange\n",
    "        'Very Expensive': '#d93a10'     # red\n",
    "    }\n",
    "\n",
    "    # Percentage table\n",
    "    df_perc = (\n",
    "        df.groupby(['Income_Group', 'Cloud_Cost'], observed=False)\n",
    "          .size()\n",
    "          .groupby(level=0)\n",
    "          .apply(lambda x: 100 * x / x.sum())\n",
    "          .unstack(fill_value=0)\n",
    "    )\n",
    "\n",
    "    # Clean index if needed\n",
    "    df_perc.index = [i[0] if isinstance(i, tuple) else i for i in df_perc.index]\n",
    "\n",
    "    # Force row and column order\n",
    "    df_perc = df_perc.reindex(index=income_order, columns=cost_order, fill_value=0)\n",
    "\n",
    "    # Figure dimensions chosen to match the target image closely\n",
    "    fig, ax = plt.subplots(figsize=(9.4, 4.5), dpi=100)\n",
    "\n",
    "    # Background\n",
    "    fig.patch.set_facecolor('white')\n",
    "    ax.set_facecolor('white')\n",
    "\n",
    "    # Plot\n",
    "    df_perc.plot(\n",
    "        kind='barh',\n",
    "        stacked=True,\n",
    "        ax=ax,\n",
    "        color=[cost_colors[c] for c in cost_order],\n",
    "        width=0.6,\n",
    "        edgecolor='white',\n",
    "        linewidth=0.4,\n",
    "        legend=False\n",
    "    )\n",
    "\n",
    "    # Put Low at the top\n",
    "    ax.invert_yaxis()\n",
    "\n",
    "    # Labels inside bars\n",
    "    for y, (_, row) in enumerate(df_perc.iterrows()):\n",
    "        cum_width = 0\n",
    "        for cat in cost_order:\n",
    "            val = row[cat]\n",
    "            if val >= 4:   \n",
    "                ax.text(\n",
    "                    cum_width + val / 2,\n",
    "                    y,\n",
    "                    f'{val:.1f}%',\n",
    "                    va='center',\n",
    "                    ha='center',\n",
    "                    fontsize=10,\n",
    "                    color='#222222'\n",
    "                )\n",
    "            cum_width += val\n",
    "\n",
    "    # Axes formatting\n",
    "    ax.set_xlabel('Percentage (%)', fontsize=14)\n",
    "    ax.set_ylabel('')\n",
    "    ax.set_xlim(0, 105)\n",
    "    ax.set_xticks([0, 20, 40, 60, 80, 100])\n",
    "    ax.xaxis.set_major_formatter(PercentFormatter(xmax=100, decimals=0))\n",
    "\n",
    "    ax.tick_params(axis='x', labelsize=12)\n",
    "    ax.tick_params(axis='y', labelsize=12, rotation=0, which='major', left=True, length=4)\n",
    "\n",
    "    # Spines\n",
    "    ax.grid(False)\n",
    "    ax.spines['top'].set_visible(False)\n",
    "    ax.spines['right'].set_visible(False)\n",
    "    ax.spines['left'].set_color('#333333')\n",
    "    ax.spines['bottom'].set_color('#333333')\n",
    "    ax.spines['left'].set_linewidth(1.0)\n",
    "    ax.spines['bottom'].set_linewidth(1.0)\n",
    "\n",
    "    # Legend below, horizontal\n",
    "    ax.legend(\n",
    "        cost_order,\n",
    "        loc='upper center',\n",
    "        bbox_to_anchor=(0.5, -0.18),\n",
    "        ncol=5,\n",
    "        frameon=True,\n",
    "        fontsize=10,\n",
    "        title=None,\n",
    "        handlelength=1.5\n",
    "    )\n",
    "\n",
    "    plt.subplots_adjust(left=0.12, right=0.98, top=0.88, bottom=0.28)\n",
    "    plt.show()\n",
    "\n",
    "plot_cloud_cost_horizontal(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "id": "1974f090",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['Timestamp', 'Country', 'Role', 'Sector', 'Internet_Speed',\n",
       "       'Internet_Affordability', 'Internet_Reliability',\n",
       "       'Electricity_Reliability', 'Electricity_Affordability',\n",
       "       'Alt_Electricity_Use', 'Alt_Electricity_Cost', 'Hardware_Accessibility',\n",
       "       'Hardware_Cost', 'Access_Global_Cloud', 'Access_Local_Cloud',\n",
       "       'Access_Mixed_Cloud', 'Access_OnPrem', 'Cloud_Cost',\n",
       "       'Data_Accessibility', 'Data_Challenges', 'Data_Quality',\n",
       "       'AI_Innovation', 'AI_Interventions_Exist', 'AI_Investment_Sources',\n",
       "       'AI_Investment_Forms', 'AI_Influential_Actor', 'Funding_Accessibility',\n",
       "       'AI_Policy_Exists', 'AI_Policy_Effectiveness', 'Data_Challenges_Cat',\n",
       "       'AI_Investment_Sources_Cat', 'AI_Investment_Forms_Cat', 'Role_Compact',\n",
       "       'Sector_Compact', 'Location', 'Income_Group'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 143,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 144,
   "id": "f894e3fb",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "df.to_csv(\"recoded_stata.csv\", index=False)  # Save the modified DataFrame to a new CSV file\n",
    "df.to_stata(\"recoded_stata.dta\", version=118)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "25f9be53",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Column name: AI_Policy_Exists\n",
      "['Yes' 'Currently in development' 'No' nan]\n",
      "\n",
      "\n",
      "Column name: AI_Interventions_Exist\n",
      "['Yes' 'No' nan]\n",
      "\n",
      "\n",
      "Column name: AI_Innovation\n",
      "['Moderate' 'Weak' 'Very Weak' 'Very Strong' 'Strong' nan]\n",
      "\n",
      "\n",
      "Column name: Internet_Affordability\n",
      "['Expensive' 'Moderate' 'Very Expensive' 'Affordable' 'Very Affordable']\n",
      "\n",
      "\n",
      "Column name: Internet_Reliability\n",
      "['Moderate' 'Very Unreliable' 'Reliable' 'Unreliable' 'Very Reliable']\n",
      "\n",
      "\n",
      "Column name: Electricity_Reliability\n",
      "['Poor' 'Good' 'Fair' 'Very Poor' 'Excellent']\n",
      "\n",
      "\n",
      "Column name: Electricity_Affordability\n",
      "['Expensive' 'Affordable' 'Moderate' 'Very Expensive' 'Very Affordable'\n",
      " nan]\n",
      "\n",
      "\n",
      "Column name: Alt_Electricity_Use\n",
      "['Yes' 'No']\n",
      "\n",
      "\n",
      "Column name: Alt_Electricity_Cost\n",
      "['Very Expensive' nan 'Expensive' 'Affordable']\n",
      "\n",
      "\n",
      "Column name: Hardware_Accessibility\n",
      "['Limited' 'Moderate' 'Not Accessible' 'Easy' 'Wide']\n",
      "\n",
      "\n",
      "Column name: Hardware_Cost\n",
      "['Very Expensive' 'Expensive' 'Moderate' 'Affordable' 'Very Affordable']\n",
      "\n",
      "\n",
      "Column name: Access_Global_Cloud\n",
      "['Often Used' 'Rarely Used' 'Sometimes Used' 'Primarily Source' nan]\n",
      "\n",
      "\n",
      "Column name: Access_Local_Cloud\n",
      "['Often Used' 'Sometimes Used' 'Rarely Used' 'Not Used' 'Primarily Source'\n",
      " nan]\n",
      "\n",
      "\n",
      "Column name: Access_Mixed_Cloud\n",
      "['Often Used' 'Sometimes Used' 'Rarely Used' 'Primarily Source' 'Not Used'\n",
      " nan]\n",
      "\n",
      "\n",
      "Column name: Access_OnPrem\n",
      "['Sometimes Used' 'Rarely Used' 'Not Used' 'Often Used' 'Primarily Source'\n",
      " nan]\n",
      "\n",
      "\n",
      "Column name: Cloud_Cost\n",
      "['Expensive' 'Moderate' 'Very Expensive' 'Affordable' 'Very Affordable']\n",
      "\n",
      "\n",
      "Column name: Data_Accessibility\n",
      "['Accessible' 'Partially Accessible' 'Not Accessible' 'Difficult'\n",
      " 'Easily Accessible']\n",
      "\n",
      "\n",
      "Column name: Data_Quality\n",
      "['Moderate' 'Low' 'Good' 'High' 'Very Poor']\n",
      "\n",
      "\n",
      "Column name: Income_Group\n",
      "['Upper-middle' 'Lower-middle' 'Low']\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "columns_to_recode = [\n",
    "    'AI_Policy_Exists','AI_Interventions_Exist', 'AI_Innovation',\n",
    "    'Internet_Affordability', 'Internet_Reliability',\n",
    "    'Electricity_Reliability', 'Electricity_Affordability',\n",
    "    'Alt_Electricity_Use', 'Alt_Electricity_Cost', 'Hardware_Accessibility',\n",
    "    'Hardware_Cost', 'Access_Global_Cloud', 'Access_Local_Cloud',\n",
    "    'Access_Mixed_Cloud', 'Access_OnPrem', 'Cloud_Cost',\n",
    "    'Data_Accessibility', 'Data_Quality', 'Income_Group'\n",
    "]\n",
    "\n",
    "for col in columns_to_recode:\n",
    "    print(f\"Column name: {col}\")\n",
    "    print(df[col].unique())\n",
    "    print(\"\\n\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "4b85b0fe",
   "metadata": {},
   "outputs": [
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         "name": "AI_Interventions_Exist",
         "rawType": "float64",
         "type": "float"
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         "name": "AI_Innovation",
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         "name": "Internet_Affordability",
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         "name": "Internet_Reliability",
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         "name": "Electricity_Reliability",
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         "name": "Electricity_Affordability",
         "rawType": "float64",
         "type": "float"
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         "name": "Alt_Electricity_Use",
         "rawType": "int64",
         "type": "integer"
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         "name": "Alt_Electricity_Cost",
         "rawType": "float64",
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         "type": "integer"
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         "name": "Hardware_Cost",
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         "name": "Access_Global_Cloud",
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         "name": "Access_Local_Cloud",
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AI_Policy_Exists</th>\n",
       "      <th>AI_Interventions_Exist</th>\n",
       "      <th>AI_Innovation</th>\n",
       "      <th>Internet_Affordability</th>\n",
       "      <th>Internet_Reliability</th>\n",
       "      <th>Electricity_Reliability</th>\n",
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      "text/plain": [
       "   AI_Policy_Exists  AI_Interventions_Exist  AI_Innovation  \\\n",
       "0               1.0                     1.0            1.0   \n",
       "1               1.0                     1.0            1.0   \n",
       "3               1.0                     1.0            1.0   \n",
       "4               0.0                     0.0            0.0   \n",
       "5               0.0                     1.0            1.0   \n",
       "\n",
       "   Internet_Affordability  Internet_Reliability  Electricity_Reliability  \\\n",
       "0                       2                     3                        2   \n",
       "1                       2                     3                        4   \n",
       "3                       3                     3                        2   \n",
       "4                       3                     1                        2   \n",
       "5                       2                     4                        3   \n",
       "\n",
       "   Electricity_Affordability  Alt_Electricity_Use  Alt_Electricity_Cost  \\\n",
       "0                        2.0                    1                   1.0   \n",
       "1                        4.0                    0                   NaN   \n",
       "3                        2.0                    1                   2.0   \n",
       "4                        3.0                    1                   1.0   \n",
       "5                        2.0                    1                   1.0   \n",
       "\n",
       "   Hardware_Accessibility  Hardware_Cost  Access_Global_Cloud  \\\n",
       "0                       2              1                  3.0   \n",
       "1                       3              2                  1.0   \n",
       "3                       2              1                  2.0   \n",
       "4                       2              2                  2.0   \n",
       "5                       2              2                  3.0   \n",
       "\n",
       "   Access_Local_Cloud  Access_Mixed_Cloud  Access_OnPrem  Cloud_Cost  \\\n",
       "0                 3.0                 3.0            2.0           2   \n",
       "1                 2.0                 2.0            2.0           3   \n",
       "3                 1.0                 1.0            1.0           1   \n",
       "4                 1.0                 2.0            0.0           2   \n",
       "5                 3.0                 2.0            3.0           2   \n",
       "\n",
       "   Data_Accessibility  Data_Quality  Income_Group  \n",
       "0                   4             3             3  \n",
       "1                   3             3             2  \n",
       "3                   1             3             2  \n",
       "4                   4             2             2  \n",
       "5                   2             4             3  "
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data = df[columns_to_recode]\n",
    "\n",
    "# Define recoding maps\n",
    "recode_maps = {\n",
    "    # Binary / Yes-No\n",
    "    'AI_Policy_Exists': {\n",
    "        'No': 0,\n",
    "        'Currently in development': 0,\n",
    "        'Yes':1\n",
    "    },\n",
    "    'AI_Interventions_Exist': {\n",
    "        'No': 0,\n",
    "        'Yes': 1\n",
    "    },\n",
    "    'Alt_Electricity_Use': {\n",
    "        'No': 0,\n",
    "        'Yes': 1\n",
    "    },\n",
    "\n",
    "    # Ordinal - AI Strength\n",
    "    'AI_Innovation': {\n",
    "        'Very Weak': 0,\n",
    "        'Weak': 0,\n",
    "        'Moderate': 1,\n",
    "        'Strong': 1,\n",
    "        'Very Strong': 1\n",
    "    },\n",
    "\n",
    "    # Ordinal - Affordability (cheapest = high score)\n",
    "    'Internet_Affordability': {\n",
    "        'Very Expensive': 1,\n",
    "        'Expensive': 2,\n",
    "        'Moderate': 3,\n",
    "        'Affordable': 4,\n",
    "        'Very Affordable': 5\n",
    "    },\n",
    "    'Electricity_Affordability': {\n",
    "        'Very Expensive': 1,\n",
    "        'Expensive': 2,\n",
    "        'Moderate': 3,\n",
    "        'Affordable': 4,\n",
    "        'Very Affordable': 5\n",
    "    },\n",
    "    'Alt_Electricity_Cost': {\n",
    "        'Very Expensive': 1,\n",
    "        'Expensive': 2,\n",
    "        'Affordable': 4\n",
    "    },\n",
    "    'Hardware_Cost': {\n",
    "        'Very Expensive': 1,\n",
    "        'Expensive': 2,\n",
    "        'Moderate': 3,\n",
    "        'Affordable': 4,\n",
    "        'Very Affordable': 5\n",
    "    },\n",
    "    'Cloud_Cost': {\n",
    "        'Very Expensive': 1,\n",
    "        'Expensive': 2,\n",
    "        'Moderate': 3,\n",
    "        'Affordable': 4,\n",
    "        'Very Affordable': 5\n",
    "    },\n",
    "\n",
    "    # Ordinal - Reliability (best = high score)\n",
    "    'Internet_Reliability': {\n",
    "        'Very Unreliable': 1,\n",
    "        'Unreliable': 2,\n",
    "        'Moderate': 3,\n",
    "        'Reliable': 4,\n",
    "        'Very Reliable': 5\n",
    "    },\n",
    "    'Electricity_Reliability': {\n",
    "        'Very Poor': 1,\n",
    "        'Poor': 2,\n",
    "        'Fair': 3,\n",
    "        'Good': 4,\n",
    "        'Excellent': 5\n",
    "    },\n",
    "\n",
    "    # Ordinal - Hardware Access\n",
    "    'Hardware_Accessibility': {\n",
    "        'Not Accessible': 1,\n",
    "        'Limited': 2,\n",
    "        'Moderate': 3,\n",
    "        'Wide': 4,\n",
    "        'Easy': 5\n",
    "    },\n",
    "\n",
    "    # Ordinal - Cloud Access\n",
    "    'Access_Global_Cloud': {\n",
    "        'Not Used': 0,\n",
    "        'Rarely Used': 1,\n",
    "        'Sometimes Used': 2,\n",
    "        'Often Used': 3,\n",
    "        'Primarily Source': 4\n",
    "    },\n",
    "    'Access_Local_Cloud': {\n",
    "        'Not Used': 0,\n",
    "        'Rarely Used': 1,\n",
    "        'Sometimes Used': 2,\n",
    "        'Often Used': 3,\n",
    "        'Primarily Source': 4\n",
    "    },\n",
    "    'Access_Mixed_Cloud': {\n",
    "        'Not Used': 0,\n",
    "        'Rarely Used': 1,\n",
    "        'Sometimes Used': 2,\n",
    "        'Often Used': 3,\n",
    "        'Primarily Source': 4\n",
    "    },\n",
    "    'Access_OnPrem': {\n",
    "        'Not Used': 0,\n",
    "        'Rarely Used': 1,\n",
    "        'Sometimes Used': 2,\n",
    "        'Often Used': 3,\n",
    "        'Primarily Source': 4\n",
    "    },\n",
    "\n",
    "    # Ordinal - Data Accessibility\n",
    "    'Data_Accessibility': {\n",
    "        'Not Accessible': 1,\n",
    "        'Difficult': 2,\n",
    "        'Partially Accessible': 3,\n",
    "        'Accessible': 4,\n",
    "        'Easily Accessible': 5\n",
    "    },\n",
    "\n",
    "    # Ordinal - Data Quality\n",
    "    'Data_Quality': {\n",
    "        'Very Poor': 1,\n",
    "        'Low': 2,\n",
    "        'Moderate': 3,\n",
    "        'Good': 4,\n",
    "        'High': 5\n",
    "    },\n",
    "\n",
    "    # Ordinal - Income Group (World Bank)\n",
    "    'Income_Group': {\n",
    "        'Low': 1,\n",
    "        'Lower-middle': 2,\n",
    "        'Upper-middle': 3,\n",
    "        'High': 4\n",
    "    }\n",
    "}\n",
    "\n",
    "# Apply mappings to df\n",
    "for col, mapping in recode_maps.items():\n",
    "    data[col] = df[col].map(mapping)\n",
    "\n",
    "# Save as Stata File\n",
    "data.to_stata(\"stata_data.dta\", version=118)\n",
    "\n",
    "# Now df has numeric versions of each column\n",
    "data.head()"
   ]
  }
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